y²= 4ax পরাবৃত্ত এবং y = 2x সরলরেখা দ্বারা সীমাবদ্ধ ক্ষেত্রের ক্ষেত্র 3 বর্গ একক হলে a এর মান কত?

Created: 1 year ago | Updated: 1 year ago

y²= 4ax এবং y =2x হতে পাই,

4x² = 4ax ⇒ x² - ax = 0 ⇒ x(x - a) = 0

∴ x = 0 এবং x = a যা সীমা নির্দেশ করে।

1 year ago

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শিক্ষাবর্ষঃ ২০২০-২০২১ সবগুলো বিষয় একসাথে

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সবগুলো বিষয় একসাথে

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1.
যদি $A = [\begin{matrix} 2 & 1 \\ 3 & 2 \end{matrix}], c = [\begin{matrix} - 2 & 1 \\ 5 & - 2 \end{matrix}]$ এবং $A B C = [\begin{matrix} - 2 & 4 \\ 3 & - 1 \end{matrix}]$ হয়, তাহলে B = ?

Created: 1 year ago | Updated: 1 year ago

$A = [\begin{matrix} 2 & 1 \\ 3 & 2 \end{matrix}]$

$...|A| = |\begin{matrix} 2 & 1 \\ 3 & 2 \end{matrix}| = 4 - 5 = - 1 ∴ A^{- 1} = \frac{1}{1} [\begin{matrix} 2 & - 1 \\ - 3 & 2 \end{matrix}] = [\begin{matrix} 2 & - 1 \\ - 3 & 2 \end{matrix}] C = [\begin{matrix} - 2 & 1 \\ 5 & - 2 \end{matrix}] \Rightarrow |C| = |\begin{matrix} - 2 & 1 \\ 5 & - 2 \end{matrix}| = 4 - 5 = - 1 ∴ C^{- 1} = \frac{1}{- 1} [\begin{matrix} - 2 & - 1 \\ - 5 & - 2 \end{matrix}] = [\begin{matrix} 2 & 1 \\ 5 & 2 \end{matrix}] এখন, A B C = [\begin{matrix} - 2 & 4 \\ 3 & - 1 \end{matrix}] \Rightarrow B = A^{- 1} [\begin{matrix} - 2 & 4 \\ 3 & - 1 \end{matrix}] C^{- 1} \Rightarrow B = [\begin{matrix} 2 & - 1 \\ - 3 & 2 \end{matrix}] [\begin{matrix} - 2 & 4 \\ 3 & - 1 \end{matrix}] [\begin{matrix} 2 & 1 \\ 5 & 2 \end{matrix}] \Rightarrow B = [\begin{matrix} - 4 - 3 & 8 + 1 \\ 6 + 6 & - 12 - 2 \end{matrix}] [\begin{matrix} 2 & 1 \\ 5 & 2 \end{matrix}] \Rightarrow B = [\begin{matrix} - 7 & 9 \\ 12 & - 14 \end{matrix}] [\begin{matrix} 2 & 1 \\ 5 & 2 \end{matrix}] \Rightarrow B = [\begin{matrix} - 4 + 45 & - 7 + 18 \\ 24 - 70 & 12 - 38 \end{matrix}] ∴ B = [\begin{matrix} 31 & 11 \\ - 46 & - 16 \end{matrix}]Read more1 year ago 00শিক্ষাবর্ষঃ ২০২০-২০২১ সবগুলো বিষয় একসাথে02732. A এর কোন মানের জন্য নিম্নের ভেক্টর তিনটি সমতলীয় হবে? প্রদত্ত ভেক্টরত্রয়ের সমতলের ওপর লম্ব একক ভেক্টর নির্ণয় কর। \vec{a} = \hat{i} + \hat{j} + \hat{k}, \hat{b} = 2 \hat{i} - 4 \hat{k}, \vec{b} = 2 \hat{i} - 4 \hat{k}, এবং \vec{c} = \hat{i} + λ \hat{j} + 3 \hat{k} . Created: 1 year ago | Updated: 1 year ago Options Edit Question Add Description Add Bookmark Add Video Add Tag Error Report ∴ |\begin{matrix} 1 & 1 & 1 \\ 2 & 0 & - 4 \\ 1 & λ ... \end{matrix}| d> 3 = 0 \Rightarrow 4 λ - 10 + 2 λ = 0 ∴ λ = \frac{5}{3} লম্ব একক ভেক্টর = = \pm \frac{\vec{a} \times \vec{b}}{|\vec{a} \times \vec{b}|} ∴ \vec{a} \times \vec{b} = |\begin{matrix} \hat{i} & \hat{j} & \hat{k} \\ 1 & 1 & 1 \\ 2 & 0 & - 4 \end{matrix}| = \hat{i} (- 4 - 0) - \hat{j} (- 4 - 2) + \hat{k} (0 - 2) = - 4 \hat{i} + 6 \hat{j} - 2 \hat{k} ∴ লম্ব একক ভেক্টর = \pm \frac{\vec{a} \times \vec{b}}{|\vec{a} \times \vec{b}|} = \pm \frac{- 4 \hat{i} + 6 \hat{j} - 2 \hat{k}}{\sqrt{{(- 4)}^{2} + 6^{2} + {(- 2)}^{2}}} = \pm \frac{- 4 \hat{i} + 6 \hat{j} - 2 \hat{k}}{\sqrt{56}} = \pm \frac{- 4 \hat{i} + 6 \hat{j} - 2 \hat{k}}{2 \sqrt{14}} = \pm \frac{2 \hat{i} - 3 \hat{j} + \hat{k}}{\sqrt{14}} Read more 1 year ago 00 শিক্ষাবর্ষঃ ২০২০-২০২১ সবগুলো বিষয় একসাথে 02903. (9, 8) কেন্দ্রবিশিষ্ট একটি বৃত্ত, x 2 + y 2 - 2x - 4y - 20 = 0 বৃত্তটিকে বহিঃস্থভাবে স্পর্শ করলে বৃত্তটির সমীকরণ নির্ণয় কর। Created: 1 year ago | Updated: 1 year ago Options Edit Question Add Description Add Bookmark Add Video Add Tag Error Report ... 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Read more 1 year ago 00 শিক্ষাবর্ষঃ ২০২০-২০২১ সবগুলো বিষয় একসাথে 02604.'HIPPOPOTAMUS' শব্দটির বর্ণগুলো থেকে 1টি স্বরবর্ণ ও 2টি ব্যঞ্জনবর্ণ নিয়ে কতগুলো শব্দ গঠন করা সম্ভব যেন স্বরবর্ণটি সবসময় মাঝখানে থাকে। Created: 1 year ago | Updated: 1 year ago Options Edit Question Add Description Add Bookmark Add Video Add Tag Error Report HIPPOPOTAMUS বা HIPPPTMS(IOOAU) ভিন্ন স্বরবর্ণ সংখ্যা = 4টি এবং ভিন্ন ব্যঞ্জনবর্ণ সংখ্যা 5টি। 3টি বর্ণ দ্বারা গঠিত শব্দে 4টি স্বরবর্ণ হতে 1 টিকে মাঝের স্থানে = 4 P 1 প্রকারে সাজানো যাবে। আবার, 5টি ব্যাঞ্জনবর্ণ হতে যেকোনো 2টি বর্ণকে দুই প্রান্তে 2টি P কে রেখে গঠিত ... > নির্ণেয় সংখ্যা = \frac{{}^{2}P_{1}}{2!} \times {}^{4}P_{1} = 20 \times 4 = 4 টি ∴ মোট শব্দ সংখ্যা = (80 + 4) = 84 টি। Read more 1 year ago 00 শিক্ষাবর্ষঃ ২০২০-২০২১ সবগুলো বিষয় একসাথে 02485. a > 0, b > 0 হলে দেখাও যে, ae x + be -x ফাংশনের লঘুমান গুরুমান অপেক্ষা বৃহত্তর। Created: 1 year ago | Updated: 1 year ago Options Edit Question Add Description Add Bookmark Add Video Add Tag Error Report y = ae x + be -x \Rightarrow \frac{d y}{d x} = ae x - be -x \Rightarrow ... > d^{2} y d x^{2} = ae x + be -x গুরুমান ও লঘুমানের জন্য, \frac{d y}{d x} = 0 \Rightarrow a e^{x} - \frac{b}{e^{x}} = 0 \Rightarrow \frac{a {(e^{x})}^{2} - b}{e^{x}} = 0 \Rightarrow {(e^{x})}^{2} = \frac{b}{a} ∴ e^{x} = \pm \sqrt{\frac{b}{a}} Read more 1 year ago 00 শিক্ষাবর্ষঃ ২০২০-২০২১ সবগুলো বিষয় একসাথে 0325PromotionAdd New Bookmark Fill up the form and submit To add a bookmark login first. click here to login Cancel LoginAdd Tag Search tag and checked the checkbox To add a tag please, login first. click here to login Close LoginAdd New Description Fill up the form and submit Descrption To add a description please, login first. click here to login Cancel LoginEdit Question Please correct the error and update Question To edit a question please, login first. click here to login Close LoginUpdate Description Fill up the form and submit Descrption Please, login first. click here to login Cancel LoginAdd Video Fill up the form and submit To add a video please, login first. click here to login Cancel LoginError Report Fill up the form and submit To report an error please, login first. click here to login Close Loginআজকে অনুষ্ঠিত পরীক্ষার প্রশ্ন ও সমাধান | SATT ACADEMY আজকে অনুষ্ঠিত ৪৬তম বিসিএস প্রিলিমিনারি টেস্ট (26-04-2024) এর প্রশ্ন-সমাধান। সমাধান দেখুনDownload Our Mobile Apps Satt policy Privacy Policy Terms and Condition Refund Policy Cookies Policy DMCA Main Features Academic Care University Admission Job Preparation Skil Development PACKAGE PLAN Subscribe our newsletter Subscribe FAQ ABOUT CONTACT CAREER©2024 SATT ACADEMY. 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if (val == "") {
$('.global-search-spinner').addClass('d-none');
$('#global-search-result').html('');
}
//If val is not empty.
else {
//show spinner
$('.global-search-spinner').removeClass('d-none');

//AJAX is called.
$.ajax({
type: "POST",
url: "https://sattacademy.com/global-search",
headers: {'X-CSRF-TOKEN': $('meta[name="csrf-token"]').attr('content')},
data: {
//Assigning value of "val" into "search_txt" variable.
search_txt: val,
},
//If result found, this funtion will be called.
success: function(data) {
//console.log(data)
$('.global-search-spinner').addClass('d-none');
$('#global-search-result').html(data.html);
},
complete:function(){
revomeMargin();
}
});
}
}, 1000);

});

$(document).on('click', '#go-to-search', function(){
//console.log('here');

var val = $('.global-search-input').val();
var url = "/search-results?search_txt="+val;
window.location.href = url ;
})
})const url = window.location.href;
//console.log(url);
const shareData = {
title: 'SATT ACADEMY',
// text: 'Learn web development on MDN!',
url: url
}

$(document).on('click', '.share', async() => {
//console.log('click');
try {
await navigator.share(shareData);
//toastr.success('Shared successfully');
} catch (err) {
console.error(err);
}
});//check mobile device
function isMobileDevice() {
var check = false;
(function(a){if(/(android|bb\d+|meego).+mobile|avantgo|bada\/|blackberry|blazer|compal|elaine|fennec|hiptop|iemobile|ip(hone|od)|iris|kindle|lge |maemo|midp|mmp|mobile.+firefox|netfront|opera m(ob|in)i|palm( os)?|phone|p(ixi|re)\/|plucker|pocket|psp|series(4|6)0|symbian|treo|up\.(browser|link)|vodafone|wap|windows ce|xda|xiino/i.test(a)||/1207|6310|6590|3gso|4thp|50[1-6]i|770s|802s|a wa|abac|ac(er|oo|s\-)|ai(ko|rn)|al(av|ca|co)|amoi|an(ex|ny|yw)|aptu|ar(ch|go)|as(te|us)|attw|au(di|\-m|r |s )|avan|be(ck|ll|nq)|bi(lb|rd)|bl(ac|az)|br(e|v)w|bumb|bw\-(n|u)|c55\/|capi|ccwa|cdm\-|cell|chtm|cldc|cmd\-|co(mp|nd)|craw|da(it|ll|ng)|dbte|dc\-s|devi|dica|dmob|do(c|p)o|ds(12|\-d)|el(49|ai)|em(l2|ul)|er(ic|k0)|esl8|ez([4-7]0|os|wa|ze)|fetc|fly(\-|_)|g1 u|g560|gene|gf\-5|g\-mo|go(\.w|od)|gr(ad|un)|haie|hcit|hd\-(m|p|t)|hei\-|hi(pt|ta)|hp( i|ip)|hs\-c|ht(c(\-| |_|a|g|p|s|t)|tp)|hu(aw|tc)|i\-(20|go|ma)|i230|iac( |\-|\/)|ibro|idea|ig01|ikom|im1k|inno|ipaq|iris|ja(t|v)a|jbro|jemu|jigs|kddi|keji|kgt( |\/)|klon|kpt |kwc\-|kyo(c|k)|le(no|xi)|lg( g|\/(k|l|u)|50|54|\-[a-w])|libw|lynx|m1\-w|m3ga|m50\/|ma(te|ui|xo)|mc(01|21|ca)|m\-cr|me(rc|ri)|mi(o8|oa|ts)|mmef|mo(01|02|bi|de|do|t(\-| |o|v)|zz)|mt(50|p1|v )|mwbp|mywa|n10[0-2]|n20[2-3]|n30(0|2)|n50(0|2|5)|n7(0(0|1)|10)|ne((c|m)\-|on|tf|wf|wg|wt)|nok(6|i)|nzph|o2im|op(ti|wv)|oran|owg1|p800|pan(a|d|t)|pdxg|pg(13|\-([1-8]|c))|phil|pire|pl(ay|uc)|pn\-2|po(ck|rt|se)|prox|psio|pt\-g|qa\-a|qc(07|12|21|32|60|\-[2-7]|i\-)|qtek|r380|r600|raks|rim9|ro(ve|zo)|s55\/|sa(ge|ma|mm|ms|ny|va)|sc(01|h\-|oo|p\-)|sdk\/|se(c(\-|0|1)|47|mc|nd|ri)|sgh\-|shar|sie(\-|m)|sk\-0|sl(45|id)|sm(al|ar|b3|it|t5)|so(ft|ny)|sp(01|h\-|v\-|v )|sy(01|mb)|t2(18|50)|t6(00|10|18)|ta(gt|lk)|tcl\-|tdg\-|tel(i|m)|tim\-|t\-mo|to(pl|sh)|ts(70|m\-|m3|m5)|tx\-9|up(\.b|g1|si)|utst|v400|v750|veri|vi(rg|te)|vk(40|5[0-3]|\-v)|vm40|voda|vulc|vx(52|53|60|61|70|80|81|83|85|98)|w3c(\-| )|webc|whit|wi(g |nc|nw)|wmlb|wonu|x700|yas\-|your|zeto|zte\-/i.test(a.substr(0,4))) check = true;})(navigator.userAgent||navigator.vendor||window.opera);
return check;
};

//Toolbar btn **Menu Show Hide**//
$(document).ready(function(){
$(document).on('click', '.toolbar-btn', function(){
$(this).toggleClass('show');
$(this).toggleClass('menu-dropdown');

$(this).closest('div').find('.menu').toggleClass('show');

if(isMobileDevice() == 'false' || isMobileDevice() == false){
$(this).closest('div').find('.menu').css({
'z-index':'105',
'position':'absolute',
'margin':'0px',
'inset' : '70px 0px auto auto',
// 'transform' : 'traslate3d(-30px, 65px, 0px)'
});
}else{
$(this).closest('div').find('.menu').css({
'z-index':'105',
'position':'absolute',
'margin':'0px',
'inset' : '170px 15px auto auto',
// 'transform' : 'traslate3d(-15px, 55px, 0px)'
});
}
});

$('#kt_post').on('click', (evt) => {
//console.log(evt.target.classList);
const hasClass = evt.target.classList.contains('toolbar-btn');
if(!hasClass){
let isVisible = $('.toolbar-btn').siblings('div.menu-sub').is(":visible");
if(isVisible == true){
$('.toolbar-btn').removeClass('show').removeClass('menu-dropdown');
$('.toolbar-btn').closest('div').find('.menu').removeClass('show');
}
}
});
});

/**###### begin::vote||love ##########**/
$(document).on('click', '.vote', function(){
var id = $(this).data('id');
var val = $(this).find('span.vote_value').text();
var type = $(this).data('type');
var click_element = $(this);

$.ajax({
type:"GET",
url: "https://sattacademy.com/question/vote"+'/'+id+'/'+type,
dataType: 'json',
success:function(data){
if(data.success){
//console.log(data);
click_element.find('span.vote_value').text(parseInt(val)+1);
click_element.find('i.fa-heart').addClass('text-danger');
click_element.removeClass('vote');
click_element.addClass('undo-vote');
click_element.data('vote_id', data.vote);
//toastr.success(data.message);

}else{
toastr.error(data.message);
}
}
})
});
/**####### end::vote ##########**/

/**###### begin::undo vote #######**/
$(document).on('click', '.undo-vote', function(){
var id = $(this).data('vote_id');
var question_id = $(this).data('id');
var val = $(this).find('span.vote_value').text();
var type = $(this).data('type');

//console.log(id);
var thisbtn = $(this);

$.ajax({
type:"GET",
url: "https://sattacademy.com/question/undo-vote",
data:{
'vote_id': id,
'question_id': question_id,
'type': type
},
dataType: 'json',
success:function(data){
thisbtn.find('span.vote_value').text(parseInt(val)-1);
thisbtn.find('i.fa-heart').removeClass('text-danger');
thisbtn.removeClass('undo-vote');
thisbtn.addClass('vote');

}
});

})
/**##### end::undo vote ########**/

/**#### begin::description like #####**/
$(document).on('click', '.description-like', function(){
var id = $(this).data('description_id');
var val = $(this).find('span.des-like').text();
var type = $(this).data('btntype');

var click_element = $(this);

$.ajax({
type:"GET",
url: "https://sattacademy.com/description/like"+'/'+id,
data:{
btntype : type
},
dataType: 'json',
success:function(data){
if(data.success){
click_element.find('span.des-like').text(parseInt(val)+1);
if(type == 'like'){
click_element.find('i.fa-thumbs-up').addClass('text-primary');
}else{
click_element.find('i.fa-thumbs-down').addClass('text-primary');
}

click_element.removeClass('description-like');
click_element.addClass('undo-description-like');
click_element.data('vote_id', data.vote);
//toastr.success(data.message);

}else{
toastr.error(data.message);
}
}
})
})
/**#### end::description like ######**/

/**##### begin::undo-description-like ######**/
$(document).on('click', '.undo-description-like', function(){
var id = $(this).data('vote_id');
var description_id = $(this).data('description_id');
var val = $(this).find('span.des-like').text();
var type = $(this).data('btntype');
//console.log(type);

var thisbtn = $(this);

$.ajax({
type:"GET",
url: "https://sattacademy.com/question/undo-description-like",
data:{
'vote_id': id,
'description_id': description_id,
'btntype' : type
},
dataType: 'json',
success:function(data){
if(data.success){
thisbtn.removeClass('undo-description-like');
thisbtn.addClass('description-like');
thisbtn.find('span.des-like').text(parseInt(val) - 1);
if(type == 'like'){
thisbtn.find('i.fa-thumbs-up').removeClass('text-primary');
}else{
thisbtn.find('i.fa-thumbs-down').removeClass('text-primary');
}

}else{
toastr.error(data.message);
}
}
});

})
/**##### end::undo-description-like #####**/

/**begin::Question Edit**/
//edit Question
$(document).on('click', '.editQuestion', function() {
var id = $(this).data('id');
var question = $(this).data('question');
var type = $(this).data('type');
//console.log(question);

Swal.fire({
text: "Are you sure you want to edit this question?",
icon: "warning",
showCancelButton: !0,
buttonsStyling: !1,
confirmButtonText: "Confirm",
cancelButtonText: "No, cancel",
customClass: {
confirmButton: "btn fw-bold btn-danger",
cancelButton: "btn fw-bold btn-active-light-primary"
}
}).then((function (o) {
if(o.value){ //if agree

if(type == 'written'){
myEditor3.setData(question);
$("input[name='question']").val(question);
$("input[name='question_id']").val(id);
$("#kk_edit_written_question_modal").modal('show');

// $.ajax({
// type:"GET",
// url: "https://sattacademy.com/question/edit-written-question"+'/'+id,
// dataType: 'json',
// success:function(data){
// $("#edit_question_data").html(data.html);
// $("#kk_edit_question_modal").modal('show');
// }
// });

}else if(type == 'mcq'){

$.ajax({
type:"GET",
url: "https://sattacademy.com/question/edit-question"+'/'+id,
dataType: 'json',
success:function(data){
$("#edit_question_data").html(data.html);
$("#kk_edit_question_modal").modal('show');
}
});

}else if(type == 'samprotik'){
$.ajax({
type:"GET",
url: "https://sattacademy.com/samprotik-question/edit"+'/'+id,
dataType: 'json',
success:function(data){
$("#edit_question_data").html(data.html);
$("#kk_edit_question_modal").modal('show');
}
});
}
}
}))
});

//edit question cancel button
$(document).on('click', '#kk_modal_new_service_cancel', function(){
//console.log('here');
$('.indicator-label').show()
$('.indicator-progress').hide()
$('#kk_modal_new_service_submit').removeAttr('disabled')
$("#kk_edit_question_modal").modal('hide');
$("#kk_edit_written_question_modal").modal('hide');
})

//update mcq edited question
$(document).on('submit', '#kk_modal_question_update_form', function(e){
e.preventDefault()
//console.log('here')
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);
$.ajax({
type:"POST",
url: "https://sattacademy.com/question/edit-question/update",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger alert-dismissable">' + data.message + '</div>';
$('#kk_modal_question_update_form').find('.messages').html(alertBox).show();
}else{
// empty the form
$('#kk_modal_question_update_form')[0].reset();
$("#kk_edit_question_modal").modal('hide');

toastr.success(data.message);

}

$('.indicator-label').show()
$('.indicator-progress').hide()
$('#kk_modal_new_service_submit').removeAttr('disabled')

}
});
})
/**end::Question Edit**/

//update written edited question
$(document).on('submit', '#kk_modal_written_question_update_form', function(e){
e.preventDefault()
//console.log('here')
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);
$.ajax({
type:"POST",
url: "https://sattacademy.com/written-question/edited-question/store",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger alert-dismissable">' + data.message + '</div>';
$('#kk_modal_written_question_update_form').find('.messages').html(alertBox).show();
}else{
// empty the form
$('#kk_modal_written_question_update_form')[0].reset();
$("#kk_edit_written_question_modal").modal('hide');

toastr.success(data.message);

}

$('.indicator-label').show()
$('.indicator-progress').hide()
$('#kk_modal_new_service_submit').removeAttr('disabled')

}
});
})

//update samprotik edited question
$(document).on('submit', '#kk_modal_samprotik_question_update_form', function(e){
e.preventDefault()
//console.log('here')
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);
$.ajax({
type:"POST",
url: "https://sattacademy.com/samprotik-question/edit-question/update",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger alert-dismissable">' + data.message + '</div>';
$('#kk_modal_samprotik_question_update_form').find('.messages').html(alertBox).show();
}else{
// empty the form
$('#kk_modal_samprotik_question_update_form')[0].reset();
$("#kk_edit_question_modal").modal('hide');

toastr.success(data.message);

}

$('.indicator-label').show()
$('.indicator-progress').hide()
$('#kk_modal_new_service_submit').removeAttr('disabled')

}
});
})

/**end::Question Edit**/

/**#########begin::Description ########**/
//get description//
$(document).on('click', '.getDescription', function(){
var id = $(this).data('id');
var type = $(this).data('type');
//console.log(type);
var thisbtn = $(this);

$.ajax({
type:"GET",
beforeSend: function(){
thisbtn.closest('span').find('.indicator-progress').show();
},
url: "https://sattacademy.com/description/get-des"+'/'+id+'/'+type,
dataType: 'json',
success:function(data){
thisbtn.parents('div.card-footer').find('div.all-description').html(data.html);
thisbtn.removeClass('getDescription');
$('.indicator-progress').hide();
MathJax.Hub.Typeset();
},
complete: function(){
//call the function on page load
tableWrap();
imageSize();
$('.indicator-progress').hide();
}
});
})

//add new description
$(document).on('click', '.addDescription', function() {
var id = $(this).data('id');
var type = $(this).data('type');
//console.log(id);

$('.with-errors').text('');
$('.messages').text('');
myEditor.setData('');
$('#kk_modal_new_question_des_form')[0].reset();

$('input[name="question_id"]').val(id);
$('input[name="type"]').val(type);
$('#kk_modal_new_question_des').modal('show');
});

//new description save//
$('#kk_modal_new_question_des_form').on('submit',function(e){
e.preventDefault()
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);
formData.append('description', myEditor.getData());

$.ajax({
type:"POST",
url: "https://sattacademy.com/description/store",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger" alert-dismissable">' + data.message + '</div>';
$('#kk_modal_new_question_des_form').find('.messages').html(alertBox).show();
}else{
// empty the form
myEditor.setData('');
$('#kk_modal_new_question_des_form')[0].reset();
$("#kk_modal_new_question_des").modal('hide');

toastr.success(data.message);
}

$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_new_service_submit').removeAttr('disabled');

}
});

})

//add description cancel button//
$(document).on('click', '#kk_modal_add_description_cancel', function(){
$('.with-errors').text('');
$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_new_service_submit').removeAttr('disabled');
$('#kk_modal_new_question_des_form')[0].reset();
$("#kk_modal_new_question_des").modal('hide');
})

/**########begin::edit-description#########**/
$(document).on('click', '.edit-description', function(){
var des_id = $(this).data('description_id');
var description = $(this).data('description');
var question_id = $(this).data('question_id');
var type = $(this).data('type');
//console.log(des_id);

Swal.fire({
text: "Are you sure you want to edit this description?",
icon: "warning",
showCancelButton: !0,
buttonsStyling: !1,
confirmButtonText: "Confirm",
cancelButtonText: "No, cancel",
customClass: {
confirmButton: "btn fw-bold btn-danger",
cancelButton: "btn fw-bold btn-active-light-primary"
}
}).then((function (o) {
if(o.value){ //if agree

myEditor4.setData(description);
$("textarea[name='description']").val(description);
$("input[name='description_id']").val(des_id);
$("input[name='question_id']").val(question_id);
$("input[name='type']").val(type);
$("#kk_modal_edit_description").modal('show');

// $("#kk_modal_edit_description").modal({
// focus: false
// });

// $.ajax({
// type:"GET",
// url: "https://sattacademy.com/description/edit-des",
// dataType: 'json',
// data:{
// 'description_id' : des_id
// },
// success:function(data){
// $("#edit_description_data").html(data.html);
// $("#kk_modal_edit_description").modal('show');
// }
// });
}
}))
});

//update description//
$(document).on('submit', '#kk_modal_edit_description_form',function(e){
e.preventDefault()
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);
//formData.append('description', myEditor.getData());
$.ajax({
type:"POST",
url: "https://sattacademy.com/description/update",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger" alert-dismissable">' + data.message + '</div>';
$('#kk_modal_edit_description_form').find('.messages').html(alertBox).show();
}else{
// empty the form
$('#kk_modal_edit_description_form')[0].reset();
$("#kk_modal_edit_description").modal('hide');

toastr.success(data.message);
}

$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_new_service_submit').removeAttr('disabled');

}
});

})

//description edit cancel button//
$(document).on('click', '#kk_modal_edit_description_cancel', function(){
$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_new_service_submit').removeAttr('disabled');
$('#kk_modal_edit_description_form')[0].reset();
$("#kk_modal_edit_description").modal('hide');
})

/**######### Show Hide Description #######*/
$(document).on('click', '.show-des', function(){
$(this).closest('span').find('.fa-caret-right').css({
"transform" : "rotate(90deg)"
});
$(this).addClass('hide-des');
$(this).parents('div.card-footer').find('div.all-description').removeClass('d-none');
})
$(document).on('click', '.hide-des', function(){
$(this).closest('span').find('.fa-caret-right').css({
"transform" : "rotate(360deg)"
});
$(this).parents('div.card-footer').find('div.all-description').addClass('d-none');
$(this).removeClass('hide-des');
})
/**########## end::Description #######**/

/**###### begin:: Bookmark ######**/
$(document).ready(function(){
var thisbtn ;
$(document).on('click', '.bookmark', function() {
var id = $(this).data('id');
var catid = $(this).data('catid');
var type = $(this).data('type');
//console.log('type');
// console.log(catid);
thisbtn = $(this);

$('.with-errors').text('');
$('#kk_modal_new_bookmark_form')[0].reset();

//append category_id and question_id into bookmark form
$('input[name="question_id"]').val(id);
$('input[name="catid"]').val(catid);
$('input[name="type"]').val(type);
$('#kk_modal_new_bookmark').modal('show');

});

//new bookmark save//
$('#kk_modal_new_bookmark_form').on('submit',function(e){
e.preventDefault()
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);
$.ajax({
type:"POST",
url: "https://sattacademy.com/question/bookmark",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger alert-dismissable">' + data.message + '</div>';
$('#kk_modal_new_bookmark_form').find('.messages').html(alertBox).show();
}else{
// empty the form
$('#kk_modal_new_bookmark_form')[0].reset();
$("#kk_modal_new_bookmark").modal('hide');
toastr.success(data.message);

//footer btn change on footer btn click
thisbtn.addClass('remove-bookmark');
thisbtn.data('bookmark_id', data.bookmark.id);
thisbtn.removeClass('bookmark')
thisbtn.children().addClass('text-primary');
//tolbar html change on footer btn click
thisbtn.parents('div.card-footer').siblings('div.card-header').find('div.bookmark-btn').find('a').addClass('remove-bookmark');
thisbtn.parents('div.card-footer').siblings('div.card-header').find('div.bookmark-btn').find('a').data('bookmark_id', data.bookmark.id);
thisbtn.parents('div.card-footer').siblings('div.card-header').find('div.bookmark-btn').find('a').removeClass('bookmark');
thisbtn.parents('div.card-footer').siblings('div.card-header').find('div.bookmark-btn').find('a').text('Remove Bookmark');

//toolbar btn chnage on toolbar btn click
thisbtn.parent('div.bookmark-btn').find('a').text('Remove Bookmark');
thisbtn.parent('div.bookmark-btn').find('a').addClass('remove-bookmark');
thisbtn.parent('div.bookmark-btn').find('a').removeClass('bookmark');
//footer button change on toolbar btn click
thisbtn.parents('div.card-header').siblings('div.card-footer').find('div.footer-bookmark').find('a').addClass('remove-bookmark');
thisbtn.parents('div.card-header').siblings('div.card-footer').find('div.footer-bookmark').find('a').data('bookmark_id', data.bookmark.id);
thisbtn.parents('div.card-header').siblings('div.card-footer').find('div.footer-bookmark').find('a').children().addClass('text-primary');

}
$('.indicator-progress').hide();
$('.indicator-label').show();
}
});

});

//cancel button//
$('#kk_modal_bookmark_cancel').on('click', function(){
$('.messages').empty();
$('.with-errors').text('');
$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_new_bookmark_form')[0].reset();
$('#kk_modal_new_bookmark').modal('hide');
})
});
/**####### end:: Bookmark ###########**/

/**######## begin::remove from bookmark ########**/
$(document).on('click', '.remove-bookmark', function(){
var id = $(this).data('bookmark_id');
//console.log('remove');
var thisbtn = $(this);

Swal.fire({
text: "Are you sure you want to remove this Question from your bookmarks?",
icon: "warning",
showCancelButton: !0,
buttonsStyling: !1,
confirmButtonText: "Yes, remove",
cancelButtonText: "No, cancel",
customClass: {
confirmButton: "btn fw-bold btn-danger",
cancelButton: "btn fw-bold btn-active-light-primary"
}
}).then((function (o) {
if(o.value){ //if agree

$.ajax({
type:"GET",
url: "https://sattacademy.com/question/remove-from-bookmark",
dataType: 'json',
data:{
'id' : id
},
success:function(data){
toastr.success(data.message);
//footer btn change on footer btn click
thisbtn.removeClass('remove-bookmark');
thisbtn.addClass('bookmark');
thisbtn.children().removeClass('text-primary');
//tolbar html change on footer btn click
thisbtn.parents('div.card-footer').siblings('div.card-header').find('div.bookmark-btn').find('a').addClass('bookmark');
thisbtn.parents('div.card-footer').siblings('div.card-header').find('div.bookmark-btn').find('a').removeClass('remove-bookmark');
thisbtn.parents('div.card-footer').siblings('div.card-header').find('div.bookmark-btn').find('a').text('Add Bookmark');

//toolbar btn chnage on toolbar btn click
thisbtn.parent('div.bookmark-btn').find('a').text('Add Bookmark');
thisbtn.parent('div.bookmark-btn').find('a').addClass('bookmark');
thisbtn.parent('div.bookmark-btn').find('a').removeClass('remove-bookmark');
//footer button change on toolbar btn click
thisbtn.parents('div.card-header').siblings('div.card-footer').find('div.footer-bookmark').find('a').addClass('bookmark');
thisbtn.parents('div.card-header').siblings('div.card-footer').find('div.footer-bookmark').find('a').removeClass('remove-bookmark');
thisbtn.parents('div.card-header').siblings('div.card-footer').find('div.footer-bookmark').find('a').children().removeClass('text-primary');

}
});
}
}))
})
/**####### end::remove from bookmark ##########**/

/**####### begin::Video section ######**/
$(document).on('click', '.add-video', function() {
$('#kk_modal_show_video').modal('hide');

var id = $(this).data('id');
// console.log(id);
var type = $(this).data('type');

$('input[name="data_id"]').val(id);
$('input[name="type"]').val(type);
$('#kk_modal_add_video').modal('show');
});

$(document).on('click', '#kk_modal_add_video_cancel', function(){
$('.messages').empty();
$('.with-errors').text('');
$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_add_video').modal('hide');
})

//add video//
$(document).on('submit', '#kk_modal_new_video_form',function(e){
e.preventDefault();
$('.messages').empty();
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);

$.ajax({
type:"POST",
url: "https://sattacademy.com/question/video/store",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger" alert-dismissable">' + data.message + '</div>';
$('#kk_modal_new_video_form').find('.messages').html(alertBox).show();
}else{
// empty the form
$('#kk_modal_new_video_form')[0].reset();
$("#kk_modal_add_video").modal('hide');

toastr.success(data.message);
}

$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_new_service_submit').removeAttr('disabled');

}
});

})

//show video//
$(document).on('click', '.show-video', function() {

var id = $(this).data('id');
// console.log(id);
var type = $(this).data('type');

$.ajax({
type:"GET",
url: "https://sattacademy.com/question/video/show"+ '/' + id + '/' + type,
dataType: 'json',
beforeSend:function(){
$('#kk_modal_add_video').modal('hide');
},
success:function(data){
$("#video_data").html(data.html);
$("#kk_modal_show_video").modal('show');
},
complete:function(){
var w = window.innerWidth;
var h = window.innerHeight;
// console.log(w);
// console.log(h);

if(w <= 390 ){
$('iframe').css({
'width' : '100%',
'height' : 'auto'
})
}else if(w > 390 && w <= 576){
$('iframe').css({
'width' : '100%',
'height' : '200px'
})
}else if(w > 576 && w <= 768){
$('iframe').css({
'width' : '100%',
'height' : '250px'
})
}else{
$('iframe').css({
'width' : '100%',
'height' : '315px'
})
}
}
});

});

$(document).on('click', '#kk_modal_show_video_cancel', function(){
$('#kk_modal_show_video').modal('hide');
})

/**###### end::Video section ########**/

/**####### begin::add tag ###########**/
//add new//
$(document).on('click', '.tag', function() {
var id = $(this).data('id');
var subject_id = $(this).data('subject_id');
var type = $(this).data('type');

// console.log(id);
// console.log(subject_id);

//clear
$('input[name="question_id"]').val('');
$('input[name="subject_id"]').val('');
$('input[name="type"]').val('');
$('input[name="tag"]').val('');
$('div.result').html('');
$('div.tag-div_2').html('');

//append subject_id and question_id into tag modal//
$('input[name="question_id"]').val(id);
$('input[name="subject_id"]').val(subject_id);
$('input[name="type"]').val(type);
$('#kk_modal_add_tag').modal('show');
});

//search tag//
$(document).ready(function() {
var timeout = null;
$(document).on('keyup', '.search_tag', function() {
var question_id = $('input[name="question_id"]').val();
var subject_id = $('input[name="subject_id"]').val();
var type = $('input[name="type"]').val();

var this_input = $(this);
//console.log(id)

clearTimeout(timeout);
timeout = setTimeout(() => {
var val = $(this).val();
if (val == "") {
$('.result').html('');
}
//If val is not empty.
else {
//AJAX is called.
$.ajax({
type: "POST",
url: "https://sattacademy.com/question/tag/search",
headers: {'X-CSRF-TOKEN': $('meta[name="csrf-token"]').attr('content')},
data: {
//Assigning value of "val" into "search" variable.
search: val,
question_id : question_id,
subject_id : subject_id,
type : type
},
//If result found, this funtion will be called.
success: function(data) {
//console.log(data)
this_input.closest('div').find('.result').html(data);
//this_input.closest('#result').hide()
//$('#result').html(data);
}
});
}
}, 700);
});
})

$(document).on('click', '#kk_modal_tag_close', function(){
//clear
$('input[name="question_id"]').val('');
$('input[name="subject_id"]').val('');
$('input[name="tag"]').val('');
$('input[name="type"]').val('');
$('div.result').html('');
$('div.tag-div_2').html('');
$('#kk_modal_add_tag').modal('hide');
})

//add tag
$(document).on('click', '.add-tag', function(){
var sid = $(this).data('sid');
var qid = $(this).data('qid');
var type = $(this).data('type');
var thisElement = $(this);

//AJAX is called.
$.ajax({
type: "POST",
url: "https://sattacademy.com/question/tag/tag-added",
headers: {'X-CSRF-TOKEN': $('meta[name="csrf-token"]').attr('content')},
data: {
//Assigning value of "val" into "search" variable.
subject_id: sid,
question_id : qid,
type : type
},
//If result found, this funtion will be called.
success: function(data) {
if(data.success){
toastr.success(data.message);
// $('#kk_modal_add_tag').modal('hide');
// $('.result').html('');
// $('.search_tag').val('');
thisElement.removeClass('add-tag');
thisElement.addClass('remove-tag');
let html = `<span class="badge badge-info cursor-pointer fs-8 mb-3 me-2 remove-tag"
data-sid="${data.subject.id}" data-qid="${data.question_id}" data-type="${data.type}"
title="Remove">${data.subject.name}</span>`;
thisElement.parents('div.modal-body').find('div.tag-div_2').append(html);
}
else{
toastr.error(data.message);
}
}
});
})

//remove tag//
$(document).on('click', '.remove-tag', function(){
var sid = $(this).data('sid');
var qid = $(this).data('qid');
var type = $(this).data('type');

//console.log(sid);
//console.log(type);
var thisBtn = $(this);
console.log(thisBtn);

//AJAX is called.
$.ajax({
type: "POST",
url: "https://sattacademy.com/admin/question/remove-tag",
headers: {'X-CSRF-TOKEN': $('meta[name="csrf-token"]').attr('content')},
data: {
//Assigning value of "val" into "search" variable.
subject_id: sid,
question_id : qid,
type : type
},
//If result found, this funtion will be called.
success: function(data) {
if(data.success){
toastr.success(data.message);
thisBtn.removeClass('remove-tag');
thisBtn.addClass('add-tag');
thisBtn.parents('div.modal-body').find('.tag-div_2 span[data-sid="'+ sid +'"]').remove();

//location.reload();
}
else{
toastr.error(data.message)
}
}
});
})

/**####### end::Tag #########**/

/*##### begin::Error Report #####*/

function cleanForm(){
$('.messages').empty();
$('.with-errors').text('');
$('.indicator-label').show();
$('.indicator-progress').hide();
$('#kk_modal_error_report_form')[0].reset();
}

$(document).on('click', '.error-report', function(){
const id = $(this).data('id');
const type = $(this).data('type');

cleanForm();
$('input[name="id"]').val(id);
$('input[name="type"]').val(type);
$('#kk_modal_error_report').modal('show');

})
$(document).on('click', '#kk_modal_error_report_cancel', function(){
cleanForm();
$('#kk_modal_error_report').modal('hide');

})

//submit
$(document).on('submit', '#kk_modal_error_report_form',function(e){
e.preventDefault();
$('.messages').empty();
$('.with-errors').text('');
$('.indicator-label').hide();
$('.indicator-progress').show();

var formData = new FormData(this);

$.ajax({
type:"POST",
url: "https://sattacademy.com/error-report/store",
data:formData,
cache:false,
contentType: false,
processData: false,
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}

}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger" alert-dismissable">' + data.message + '</div>';
$('#kk_modal_error_report_form').find('.messages').html(alertBox).show();

}else{
// empty the form
$('#kk_modal_error_report_form')[0].reset();
$("#kk_modal_error_report").modal('hide');

toastr.success(data.message);
}

$('.indicator-label').show();
$('.indicator-progress').hide();

}
});

})

/*##### end::Error Report #####*/

/* begin::voteing script */
$(document).on('click', '.choosen-option', function(){

if($(this).is(':checked')) {
var choosen = $(this).val();
}else{
var choosen = 0;
}
let ques_id = $(this).data('ques_id');
//console.log(choosen);

//set & get local storage data
let previous = localStorage.getItem('key');
localStorage.setItem('key', choosen);
//console.log(previous);

const thisElement = $(this);

incrementDecrement(thisElement, choosen, previous);

//AJAX is called.
$.ajax({
type: "POST",
url: "https://sattacademy.com/mcq-question/answer-vote",
headers: {'X-CSRF-TOKEN': $('meta[name="csrf-token"]').attr('content')},
data: {
ques_id: ques_id,
choosen : choosen,
},
//If result found, this funtion will be called.
success: function(data) {
if(data.success){
console.log(data.message);
}else{
toastr.error(data.message);
}
}
});
})
/* end::voteing script */

function onlyOne(checkbox) {
let name = $(checkbox).attr('name');
var checkboxes = document.getElementsByName(name)
checkboxes.forEach((item) => {
if (item !== checkbox) item.checked = false
})
}

function incrementDecrement(thisElement, choosen, previous){

var option1 = thisElement.parents('div.parent-card-body').find('span.vote_option_1');
var option2 = thisElement.parents('div.parent-card-body').find('span.vote_option_2');
var option3 = thisElement.parents('div.parent-card-body').find('span.vote_option_3');
var option4 = thisElement.parents('div.parent-card-body').find('span.vote_option_4');
var option5 = thisElement.parents('div.parent-card-body').find('span.vote_option_5');

if(choosen == 1){
let val = parseInt(option1.text());
option1.text(val+1);

}else if(choosen == 2){
let val = parseInt(option2.text());
option2.text(val+1);

}else if(choosen == 3){
let val = parseInt(option3.text());
option3.text(val+1);

}else if(choosen == 4){
let val = parseInt(option4.text());
option4.text(val+1);

}else if(choosen == 5){
let val = parseInt(option5.text());
option5.text(val+1);
}

if(previous == 1){
let val = parseInt(option1.text());
if(val > 0){
option1.text(val-1);
}

}else if(previous == 2){
let val = parseInt(option2.text());
if(val > 0){
option2.text(val-1);
}
}else if(previous == 3){
let val = parseInt(option3.text());
if(val > 0){
option3.text(val-1);
}

}else if(previous == 4){
let val = parseInt(option4.text());
if(val > 0){
option4.text(val-1);
}

}else if(previous == 5){
let val = parseInt(option5.text());
if(val > 0){
option5.text(val-1);
}
}
}$(document).on('click', '.myBtn', function(){
//console.log('click more');
$(this).parents('.parent-div').find('span.more').removeClass('d-none');
$(this).parents('.parent-div').find('span.dots').addClass('d-none');
$(this).text('Read less');
$(this).addClass('less');
})
$(document).on('click', '.less', function(){
//console.log('click less');
$(this).parents('.parent-div').find('span.more').addClass('d-none');
$(this).parents('.parent-div').find('.dots').removeClass('d-none');
$(this).text('Read more');
$(this).removeClass('less');
})
$(document).on('click', '.readMoreBtn', function(){
//console.log('click less');
$(this).parents('.parent-div').find('div.answer-div').css({
'height' : '',
'overflow-y' : ''
});
// $(this).parents('.parent-div').find('.dots').removeClass('d-none');
$(this).text('Read less');
$(this).addClass('readLessBtn');
$(this).removeClass('readMoreBtn');
})
$(document).on('click', '.readLessBtn', function(){
//console.log('click less');
$(this).parents('.parent-div').find('div.answer-div').css({
'height' : '100px',
'overflow-y' : 'auto'
});
// $(this).parents('.parent-div').find('.dots').removeClass('d-none');
$(this).text('Read less');
$(this).text('Read less');
$(this).addClass('readMoreBtn');
$(this).removeClass('readLessBtn');
})

/**begin::Question Edit**/
// //edit Question
// $(document).on('click', '.editQuestion', function() {
// var id = $(this).data('id');
// var question = $(this).data('question');
// //console.log(question);

// Swal.fire({
// text: "Are you sure you want to edit this Question?",
// icon: "warning",
// showCancelButton: !0,
// buttonsStyling: !1,
// confirmButtonText: "Confirm",
// cancelButtonText: "No, cancel",
// customClass: {
// confirmButton: "btn fw-bold btn-danger",
// cancelButton: "btn fw-bold btn-active-light-primary"
// }
// }).then((function (o) {
// if(o.value){ //if agree

// myEditor3.setData(question);
// $("input[name='question']").val(question);
// $("input[name='question_id']").val(id);
// $("#kk_edit_question_modal").modal('show');

// // $.ajax({
// // type:"GET",
// // url: "https://sattacademy.com/question/edit-written-question"+'/'+id,
// // dataType: 'json',
// // success:function(data){
// // $("#edit_question_data").html(data.html);
// // $("#kk_edit_question_modal").modal('show');
// // }
// // });
// }
// }))
// });

// //edit question cancel button
// $(document).on('click', '#kk_modal_new_service_cancel', function(){
// $('.indicator-label').show()
// $('.indicator-progress').hide()
// $('#kk_modal_new_service_submit').removeAttr('disabled')
// $("#kk_edit_question_modal").modal('hide');
// })

// //update edited question
// $(document).on('submit', '#kk_modal_written_question_update_form', function(e){
// e.preventDefault()
// //console.log('here')
// $('.with-errors').text('');
// $('.indicator-label').hide();
// $('.indicator-progress').show();

// var formData = new FormData(this);
// $.ajax({
// type:"POST",
// url: "https://sattacademy.com/written-question/edited-question/store",
// data:formData,
// cache:false,
// contentType: false,
// processData: false,
// success:function(data){
// if(data.success == false || data.success == "false"){
// var arr = Object.keys(data.errors);
// var arr_val = Object.values(data.errors);
// for(var i= 0;i < arr.length;i++){
// $('.'+arr[i]+'-error').text(arr_val[i][0])
// }
// }else if(data.error || data.error == 'true'){
// var alertBox = '<div class="alert alert-danger" alert-dismissable">' + data.message + '</div>';
// $('#kk_modal_question_update_form').find('.messages').html(alertBox).show();
// }else{
// // empty the form
// $('#kk_modal_question_update_form')[0].reset();
// $("#kk_edit_question_modal").modal('hide');

// toastr.success(data.message);

// }

// $('.indicator-label').show()
// $('.indicator-progress').hide()
// $('#kk_modal_new_service_submit').removeAttr('disabled')

// }
// });
// })
// /**end::Question Edit**/

//add new
// $(document).on('click', '.addDescription', function() {
// var id = $(this).data('id');
// var type = 'written';
// //console.log(id);

// $('.with-errors').text('');
// myEditor.setData('');
// $('#kk_modal_new_question_des_form')[0].reset();

// $('input[name="question_id"]').val(id);
// $('input[name="type"]').val(type);
// $('#kk_modal_new_question_des').modal('show');
// });

// /**########begin::edit-description#########**/
// $(document).on('click', '.edit-description', function(){
// var des_id = $(this).data('description_id');
// var description = $(this).data('description');
// var question_id = $(this).data('question_id');
// var type = 'written';
// //console.log(des_id);

// Swal.fire({
// text: "Are you sure you want to edit this Description?",
// icon: "warning",
// showCancelButton: !0,
// buttonsStyling: !1,
// confirmButtonText: "Confirm",
// cancelButtonText: "No, cancel",
// customClass: {
// confirmButton: "btn fw-bold btn-danger",
// cancelButton: "btn fw-bold btn-active-light-primary"
// }
// }).then((function (o) {
// if(o.value){ //if agree
// myEditor4.setData(description);
// $("textarea[name='description']").val(description);
// $("input[name='description_id']").val(des_id);
// $("input[name='question_id']").val(question_id);
// $("input[name='type']").val(type);
// $("#kk_modal_edit_description").modal('show');
// // $.ajax({
// // type:"GET",
// // url: "https://sattacademy.com/description/edit-des",
// // dataType: 'json',
// // data:{
// // 'description_id' : des_id
// // },
// // success:function(data){
// // $("#edit_description_data").html(data.html);
// //
// // }
// // });
// }
// }))

// });

//add tag
// $(document).ready(function(){
// $(document).on('click', '.add-tag', function(){
// var sid = $(this).data('sid');
// var qid = $(this).data('qid');
// var type = 'written';
// var thisElement = $(this);

// //AJAX is called.
// $.ajax({
// type: "POST",
// url: "https://sattacademy.com/question/tag/tag-added",
// headers: {'X-CSRF-TOKEN': $('meta[name="csrf-token"]').attr('content')},
// data: {
// //Assigning value of "val" into "search" variable.
// subject_id: sid,
// question_id : qid,
// type : type
// },
// //If result found, this funtion will be called.
// success: function(data) {
// if(data.success){
// //toastr.success(data.message);
// // $('#kk_modal_add_tag').modal('hide');
// // $('.result').html('');
// // $('.search_tag').val('');
// thisElement.removeClass('add-tag');
// thisElement.addClass('remove-tag');
// thisElement.data('type', data.type);
// let html = `<span class="badge badge-info cursor-pointer fs-9 mb-2 me-2 remove-tag"
// data-sid="${data.subject.id}" data-qid="${data.question_id}" data-type="${data.type}"
// title="Remove">${data.subject.name}</span>`;
// thisElement.parents('div.modal-body ').find('div.tag-div_2').append(html);
// }
// else{
// toastr.error(data.message);
// }
// }
// });
// })
// })
/**##end::add tag##**/

//remove tag//
// $(document).on('click', '.remove-tag', function(){
// var sid = $(this).data('sid');
// var qid = $(this).data('qid');

// // console.log(sid);
// // console.log(qid);
// var thisBtn = $(this);

// //AJAX is called.
// $.ajax({
// type: "POST",
// url: "https://sattacademy.com/admin/question/remove-tag",
// headers: {'X-CSRF-TOKEN': $('meta[name="csrf-token"]').attr('content')},
// data: {
// //Assigning value of "val" into "search" variable.
// subject_id: sid,
// question_id : qid,
// type : 'written'
// },
// //If result found, this funtion will be called.
// success: function(data) {
// if(data.success){
// thisBtn.removeClass('remove-tag');
// thisBtn.addClass('add-tag');
// thisBtn.parents('div.modal-body').find('span[data-sid="'+sid+ '"]').remove();
// //toastr.success(data.message);
// //location.reload();
// }
// else{
// toastr.error(data.message)
// }
// }
// });
// })
/**##end::Tag##**///Margin remove function
function revomeMargin(){
$('.question-span').find('p').css({
'margin' : '0px'
});
}

//table wrap function
function tableWrap() {
$("table").wrap(`<div class="table-responsive w-100"></div>`);
$("table").addClass("table table-striped table-bordered");
$("table").find('thead').addClass('thead-dark fw-bolder fs-4');
$("table").css({
'max-width' : '100%',
'margin-top': '10px',
'margin-bottom': '10px'
});
$("table").find('thead').css({
'background-color' : 'gray',
'color' : 'white'
});
};

//image sizeing function
function imageSize() {
$("img").not('.toolbar-img').wrap(`<div class="w-100"></div>`);
$("img").css({
'max-width' : '95%',
'margin' : 'auto'
});
}

//Call Function On Page Load
$(document).ready(function(){
tableWrap();
imageSize();
revomeMargin();

/*toggle btn*/
$('#toggle-subject-content').on('click', function(){
$("#toggle-div").slideToggle(500);
$(this).find('i.fas').toggleClass('fa-chevron-down fa-chevron-up');
})

});

$(document).ready(function(){
setTimeout(function() {
$("#kk_modal_new_exam_solution").modal('show');
}, 1000);

// setTimeout(function() {
// $("#kk_modal_satt_job_circular").modal('show');
// }, 500);
});var myEditor3;

ClassicEditor
.create(document.querySelector('.ckeditor_classic')

)
.then(editor => {
//console.log( 'Editor was initialized', editor );
myEditor3 = editor;
})var myEditor4;

ClassicEditor
.create(document.querySelector('.ckeditor_classic2')

)
.then(editor => {
//console.log( 'Editor was initialized', editor );
myEditor4 = editor;
})var myEditor;

ClassicEditor
.create(document.querySelector('#kt_docs_ckeditor_classic')

)
.then(editor => {
//console.log( 'Editor was initialized', editor );
myEditor = editor;
})//Newsletter Subscriber
$(document).on('click', '#kk_newsletter_subscriber', function(e){
e.preventDefault()
//console.log('here')
$('.with-errors').text('')

var thisaddbtn = $(this);

var email = $('input[name=email]').val();
// console.log(email);

$.ajax({
type:"POST",
url: "https://sattacademy.com/newsletter-subscriber/store",
data:{
"_token": "TVy67WvEcpaTyzJzBSkwXjr9CmgXGjwINdEn9zzU",
email : email,
},
dataType: "json",
success:function(data){
if(data.success == false || data.success == "false"){
var arr = Object.keys(data.errors);
var arr_val = Object.values(data.errors);
for(var i= 0;i < arr.length;i++){
$('.'+arr[i]+'-error').text(arr_val[i][0])
}
}else if(data.error || data.error == 'true'){
var alertBox = '<div class="alert alert-danger" alert-dismissable">' + data.message + '</div>';
$('#kk_modal_new_question_form').find('.messages').html(alertBox).show();
}else{
toastr.success(data.message);
$("#subscriber_email").val('');
}

}
});
})$

y²= 4ax পরাবৃত্ত এবং y = 2x সরলরেখা দ্বারা সীমাবদ্ধ ক্ষেত্রের ক্ষেত্র 3 বর্গ একক হলে a এর মান কত?

সবগুলো বিষয় একসাথে

Related Question

1.
যদি $A = [\begin{matrix} 2 & 1 \\ 3 & 2 \end{matrix}], c = [\begin{matrix} - 2 & 1 \\ 5 & - 2 \end{matrix}]$ এবং $A B C = [\begin{matrix} - 2 & 4 \\ 3 & - 1 \end{matrix}]$ হয়, তাহলে B = ?

3.
(9, 8) কেন্দ্রবিশিষ্ট একটি বৃত্ত, x² + y² - 2x - 4y - 20 = 0 বৃত্তটিকে বহিঃস্থভাবে স্পর্শ করলে বৃত্তটির সমীকরণ নির্ণয় কর।

5.
a > 0, b > 0 হলে দেখাও যে, ae^x + be^-x ফাংশনের লঘুমান গুরুমান অপেক্ষা বৃহত্তর।

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y2 = 4ax পরাবৃত্ত এবং y = 2x সরলরেখা দ্বারা সীমাবদ্ধ ক্ষেত্রের ক্ষেত্র 3 বর্গ একক হলে a এর মান কত?

সবগুলো বিষয় একসাথে

Related Question

1. যদি A=2132, c=-215-2 এবং ABC=-243-1 হয়, তাহলে B = ?

3. (9, 8) কেন্দ্রবিশিষ্ট একটি বৃত্ত, x2 + y2 - 2x - 4y - 20 = 0 বৃত্তটিকে বহিঃস্থভাবে স্পর্শ করলে বৃত্তটির সমীকরণ নির্ণয় কর।

5. a > 0, b > 0 হলে দেখাও যে, aex + be-x ফাংশনের লঘুমান গুরুমান অপেক্ষা বৃহত্তর।

Promotion

Download Our Mobile Apps

Satt policy

Main Features

Subscribe our newsletter

y²= 4ax পরাবৃত্ত এবং y = 2x সরলরেখা দ্বারা সীমাবদ্ধ ক্ষেত্রের ক্ষেত্র 3 বর্গ একক হলে a এর মান কত?

1.
যদি $A = [\begin{matrix} 2 & 1 \\ 3 & 2 \end{matrix}], c = [\begin{matrix} - 2 & 1 \\ 5 & - 2 \end{matrix}]$ এবং $A B C = [\begin{matrix} - 2 & 4 \\ 3 & - 1 \end{matrix}]$ হয়, তাহলে B = ?

3.
(9, 8) কেন্দ্রবিশিষ্ট একটি বৃত্ত, x² + y² - 2x - 4y - 20 = 0 বৃত্তটিকে বহিঃস্থভাবে স্পর্শ করলে বৃত্তটির সমীকরণ নির্ণয় কর।

5.
a > 0, b > 0 হলে দেখাও যে, ae^x + be^-x ফাংশনের লঘুমান গুরুমান অপেক্ষা বৃহত্তর।