Subject Content

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Analogy(উপমা, সাদৃশ্য, সাদৃশ্যানুমান)  হচ্ছে একটি নির্দিষ্ট বিষয় থেকে অন্য কোন বিষয়ে তথ্য বা অর্থ স্থানান্তরের একটি জ্ঞানীয় প্রক্রিয়া, বা এমন একটি প্রক্রিয়ার সাথে সম্পর্কিত ভাষাগত অভিব্যক্তি।  ইংরেজী ‘এ্যানালজি’ শব্দ গ্রিক শব্দ ‘এ্যানালজিয়... ’ থেকে উদ্ভুত। এ্যানালজিয়ার অর্থ হচ্ছে অনুপাত। প্রাচীনকালে অনুপাতের সমতা বা সাদৃশ্য অঙ্কশাস্ত্রে সিদ্ধান্তের ভিত্তি হিসাবে ব্যবহৃত হতো। কিন্তু কেবল অনুপাতের সমতা নয়, দুইটি বিষয়ের মধ্যে কিছু পরিমাণ গুণের সাদৃশ্যের ভিত্তিতেও সিদ্ধান্ত গ্রহণ করা চলে।


ADDED

Translation is the communication of the meaning of a source-language text by means of an equivalent target-language text. Wikipedia


Translation is the transmittal of written text from one language into anot... er. Although the terms translation and interpretation are often used interchangeably, by strict definition, translation refers to the written language, and interpretation to the spoken word. Translation is the action of interpretation of the meaning of a text, and subsequent production of an equivalent text, also called a translation, that communicates the same message in another language. The text to be translated is called the source text, and the language it is to be translated into is called the target language; the final product is sometimes called?the?"target?text."

Translation must take into account constraints that include context, the rules of grammar of the two languages, their writing conventions, and their idioms. A common misconception is that there exists a simple word-for-word correspondence between any two languages, and that translation is a straightforward mechanical process. A word-for-word translation does not take into account context, grammar, conventions, and idioms.
 


ADDED

পদ প্রধানত দুই প্রকার – নামপদ ও ক্রিয়াপদ। 

নামপদ আবার চার প্রকার । যেমন – বিশেষ্য, বিশেষণ, সর্বনাম ও অব্যয়। তাহলে পদ হল মোট পাঁচ প্রকার।

 

ADDED

ধাতু : ক্রিয়ার মূল অংশকে ধাতু বলে। বাংলা ভাষায় বা ব্যাকরণে অনেক ক্রিয়াপদ আছে। সেই সব ক্রিয়াপদের প্রধান অংশকে ধাতু বা ক্রিয়ামূল বলা হয়।

প্রকৃতি : যে শব্দকে বা কোনো শব্দের যে... অংশকে আর কোনো ক্ষুদ্রতর অংশে ভাগ করা যায় না, তাকে প্রকৃতি বলে।

প্রত্যয় : শব্দ গঠনের উদ্দেশ্যে নাম প্রকৃতির এবং ক্রিয়া প্রকৃতির পরে যে শব্দাংশ যুক্ত হয় তাকে প্রত্যয় বলে। 

 


ADDED&UPDATED

অভিধান অনুসারে বাচ্য কথাটির অর্থ হল ‘বাক্যে ক্রিয়ার সহিত প্রধানভাবে অন্বিত কর্তৃ প্রভৃতি পদ’। ক্রিয়ার যে রূপভেদের মাধ্যমে বোঝা যায় যে বাক্যের ক্রিয়াপদটি কর্তা, কর্ম নাকি ক্রিয়ার ভাবের অনুসারী তাকেই বাচ্য বলা হয়। অন্যভাবে বললে, ক্রিয়াপদের দ্বারা বাক্যের কর্তা, কর... ম অথবা ক্রিয়ার ভাবের প্রাধান্য সূচিত হওয়াকেই বলে বাচ্য।

বাচ্যের প্রকারভেদে

সংস্কৃত ব্যাকরণে বাচ্য আট প্রকার। যথা- কর্তৃবাচ্য, কর্মবাচ্য, করণবাচ্য, সম্প্রদানবাচ্য, অপাদানবাচ্য, অধিকরণবাচ্য, ভাববাচ্য এবং কর্মকর্তৃবাচ্য।

কিন্তু বাংলায় বাচ্য চার প্রকার-

১. কর্তৃবাচ্য [Active Voice]  
২. কর্মবাচ্য [Passive Voice] 
৩. ভাববাচ্য [Neuter Voice]  
৪. কর্মকর্তৃবাচ্য[Quasi-Passive Voice]


ADDED

সংখ্যার ইতিহাস মানব সভ্যতার ইতিহাসের মতই প্রাচীন। পরিমাণকে প্রতীক দিয়ে সংখ্যা আকারে প্রকাশ করার পদ্ধতি থেকে গণিতের উৎপত্তি। গ্রিক দার্শনিক এরিস্টটলের মতে, প্রাচীন মিশরের পুরোহিত সম্প্রদায়ের অনুশীলনের মাধ্যমে গণিতের আনুষ্ঠানিক অভিষেক ঘটে। তাই বলা যায় সংখ্যাভিত্তিক গণিতের সৃষ্টি যীশুখ্রিস্টের জন... মের প্রায় দুই হাজার বছর পূর্বে। এরপর নানা জাতি ও সভ্যতার হাত ঘুরে সংখ্যা ও সংখ্যারীতি অধুনা একটি সার্বজনীন রূপ ধারণ করেছে।
স্বাভাবিক সংখ্যার গণনার প্রয়োজনে প্রাচীন ভারতবর্ষের গণিতবিদগণ সর্বপ্রথম শূন্য ও দশভিত্তিক স্থানীয়মান পদ্ধতির প্রচলন করেন, যা সংখ্যা বর্ণনায় একটি মাইলফলক হিসেবে বিবেচিত হয়। পরে ভারতীয় ও চীনা গণিতবিদগণ শূন্য, ঋণাত্মক, বাস্তব, পূর্ণ ও ভগ্নাংশের ধারণার বিস্তৃতি ঘটান যা মধ্যযুগে আরবীয় গণিতবিদগণ ভিত্তি হিসেবে গ্রহণ করেন। দশমিক ভগ্নাংশের সাহায্যে সংখ্যা প্রকাশের কৃতিত্ব মধ্যপ্রাচ্যের মুসলিম গণিতবিদদের বলে মনে করা হয়। আবার তাঁরাই একাদশ শতাব্দীতে সর্বপ্রথম বীজগণিতীয় দ্বিঘাত সমীকরণের সমাধান হিসেবে বর্গমূল আকারে অমূলদ সংখ্যার প্রবর্তন করেন। ইতিহাসবিদদের ধারণা খ্রিস্টপূর্ব ৫০০ অব্দের কাছাকাছি গ্রিক দার্শনিকরাও জ্যামিতিক অঙ্কনের প্রয়োজনে অমূলদ সংখ্যা, বিশেষ করে দুই-এর বর্গমূলের প্রয়োজনীয়তা অনুভব করেছিলেন। ঊনবিংশ শতাব্দীতে ইউরোপীয় গণিতবিদগণ বাস্তব সংখ্যাকে প্রণালীবদ্ধ করে পূর্ণতা দান করেন। দৈনন্দিন প্রয়োজনে বাস্তব সংখ্যা সম্বন্ধে শিক্ষার্থীদের সুস্পষ্ট জ্ঞান থাকা প্রয়োজন। এ অধ্যায়ে বাস্তব সংখ্যা বিষয়ে সামগ্রিক আলোচনা করা হয়েছে।

এ অধ্যায় শেষে শিক্ষার্থীরা ---

  • বাস্তব সংখ্যার শ্রেণিবিন্যাস করতে পারবে।
  • বাস্তব সংখ্যাকে দশমিক ভগ্নাংশে প্রকাশ করে আসন্ন মান নির্ণয় করতে পারবে।
  • দশমিক ভগ্নাংশের শ্রেণিবিন্যাস করতে পারবে। 
  • আবৃত্ত দশমিক ভগ্নাংশ ব্যাখ্যা করতে পারবে এবং ভগ্নাংশকে আবৃত্ত দশমিকে প্রকাশ করতে
    পারবে।  
  • আবৃত্ত দশমিক ভগ্নাংশকে সাধারণ ভগ্নাংশে রূপান্তর করতে পারবে। 
  • অসীম অনাবৃত্ত দশমিক ভগ্নাংশ ব্যাখ্যা করতে পারবে।
  • সদৃশ ও বিসদৃশ দশমিক ভগ্নাংশ ব্যাখ্যা করতে পারবে।
  • আবৃত্ত দশমিক ভগ্নাংশের যোগ, বিয়োগ, গুণ ও ভাগ করতে পারবে এবং এতদসংক্রান্ত বিভিন্ন সমস্যার সমাধান করতে পারবে।


বাস্তব সংখ্যার শ্রেণিবিন্যাস (Classification of Real Numbers)

স্বাভাবিক সংখ্যা (Natural Number):  1, 2, 3, 4, ... ইত্যাদি স্বাভাবিক সংখ্যা বা ধনাত্মক অখণ্ড সংখ্যা । 2, 3, 5, 7, ... ইত্যাদি মৌলিক সংখ্যা এবং 4, 6, 8, 9, ... ইত্যাদি যৌগিক সংখ্যা । দুইটি স্বাভাবিক সংখ্যার গ.সা.গু. 1 হলে এদেরকে পরস্পরের সহমৌলিক সংখ্যা বলা হয়। যেমন 6 ও 35 পরস্পরের সহমৌলিক।


পূর্ণসংখ্যা (Integer) : শূন্যসহ সকল ধনাত্মক ও ঋণাত্মক অখণ্ড সংখ্যাকে পূর্ণসংখ্যা বলা হয়। অর্থাৎ ..., −3, −2, −1, 0, 1, 2, 3, ... ইত্যাদি পূর্ণসংখ্যা ।
 

ভগ্নাংশ সংখ্যা (Fractional Number) : pq আকারের কোনো সংখ্যাকে (সাধারণ) ভগ্নাংশ সংখ্যা বা সংক্ষেপে ভগ্নাংশ বলা হয়, যেখানে q ≠ 0, 9 ≠ 1 এবং q দ্বারা p নিঃশেষে বিভাজ্য নয়। যেমন  12, 32, -53, 46 ইত্যাদি (সাধারণ) ভগ্নাংশ সংখ্যা। কোনো (সাধারণ) ভগ্নাংশ pqএর ক্ষেত্রে p < q হলে ভগ্নাংশটিকে প্রকৃত ভগ্নাংশ এবং p > q হলে ভগ্নাংশটিকে অপ্রকৃত ভগ্নাংশ বলা হয়। যেমন  12, 13, 23, 14, ... ইত্যাদি প্রকৃত ভগ্নাংশ এবং 32, 43, 53, 54, ...  ইত্যাদি অপ্রকৃত ভগ্নাংশ।


মূলদ সংখ্যা (Rational Number) : pq আকারের কোনো সংখ্যাকে মূলদ সংখ্যা বলা হয়, যখন p ও q পূর্ণসংখ্যা এবং q ≠ 0 । যেমন = 31=3, 112=5.5, 53=1.666... ইত্যাদি মূলদ সংখ্যা।  যে কোনো মূলদ সংখ্যাকে দুইটি সহমৌলিক সংখ্যার অনুপাত হিসাবেও লেখা যায়। সকল পূর্ণসংখ্যা ও ভগ্নাংশই মূলদ সংখ্যা। 
 

অমূলদ সংখ্যা (Irrational Number) : যে সংখ্যাকে pq আকারে প্রকাশ করা যায় না, যেখানে p ও q পূর্ণসংখ্যা এবং q ≠ 0, সে সংখ্যাকে অমূলদ সংখ্যা বলা হয়। পূর্ণবর্গ নয় এরূপ যে কোনো স্বাভাবিক সংখ্যার বর্গমূল কিংবা তার ভগ্নাংশ একটি অমূলদ সংখ্যা। যেমন √2 = 1.414213..., √3 = 1.732.... 52 1.118..., ইত্যাদি অমূলদ সংখ্যা।  কোনো অমূলদ সংখ্যাকে দুইটি পূর্ণসংখ্যার অনুপাত হিসাবে প্রকাশ করা যায় না ।


দশমিক ভগ্নাংশ সংখ্যা (Decimal Fractional Number) : মূলদ সংখ্যা ও অমূলদ সংখ্যাকে দশমিক দিয়ে প্রকাশ করা হলে একে দশমিক ভগ্নাংশ বলা হয়। যেমন, 3 = 3.0, 52=2.5,  103=3.3333...  √3 = 1.732… ইত্যাদি দশমিক ভগ্নাংশ। দশমিক বিন্দুর পর অঙ্ক সংখ্যা সসীম হলে, এদেরকে সসীম দশমিক ভগ্নাংশ এবং অঙ্ক সংখ্যা অসীম হলে, এদেরকে অসীম দশমিক ভগ্নাংশ বলা হয় । যেমন, 0.52, 3.4152 ইত্যাদি সসীম দশমিক ভগ্নাংশ এবং 43= 1.333..., √5 =2.123512367..., ইত্যাদি অসীম দশমিক ভগ্নাংশ। আবার, অসীম দশমিক ভগ্নাংশগুলোর মধ্যে দশমিক বিন্দুর পর কিছু অঙ্কের পূনরাবৃত্তি হলে, তাদেরকে অসীম আবৃত্ত দশমিক ভগ্নাংশ এবং অঙ্কগুলোর পুনরাবৃত্তি না হলে 122 এদের অসীম অনাবৃত্ত দশমিক ভগ্নাংশ বলা হয়। যেমন, 12299=1.2323..., 5.16.54. ইত্যাদি অসীম আবৃত্ত দশমিক ভগ্নাংশ এবং 0.523050056..., 2.12340314... ইত্যাদি অসীম অনাবৃত্ত দশমিক ভগ্নাংশ।

 

বাস্তব সংখ্যা (Real Number) : সকল মূলদ সংখ্যা এবং অমূলদ সংখ্যাকে বাস্তব সংখ্যা বলা হয়, যেমন নিচের সংখ্যাগুলো বাস্তব সংখ্যা।

 

ধনাত্মক সংখ্যা (Positive Number) : শূন্য থেকে বড় সকল বাস্তব সংখ্যাকে ধনাত্মক সংখ্যা বলা হয়। যেমন, 2, 12, 32, 2, 0.415, 0.6.2., 4.120345061... ইত্যাদি ধনাত্মক সংখ্যা।

 

ঋণাত্মক সংখ্যা (Negative Number) : শূন্য থেকে ছোট সকল বাস্তব সংখ্যাকে ঋণাত্মক সংখ্যা বলা হয়। যেমন, -2, -12, -32, -2, -0.415, -0.6.2., -4.120345061... ইত্যাদি ঋণাত্মক সংখ্যা।

 

অঋণাত্মক সংখ্যা (Non-negative Number) : শূন্যসহ সকল ধনাত্মক সংখ্যাকে অঋণাত্মক সংখ্যা বলা হয়। যেমন, 0, 3, 12, 0.612, 1.3.,2.120345... ইত্যাদি অঋণাত্মক সংখ্যা।

নিচের চিত্রে আমরা বাস্তব সংখ্যার শ্রেণিবিন্যাস দেখতে পাই।

কাজ : বাস্তব সংখ্যার শ্রেণিবিন্যাসে 

সংখ্যাগুলোর অবস্থান দেখাও।

 

উদাহরণ ১. 3 এবং 4 এর মধ্যে দুইটি অমূলদ সংখ্যা নির্ণয় কর।

সমাধান: এখানে, 3 = 1.7320508...   ….   ….

মনে করি, 3 এবং 4 এর মধ্যে যেকোনো দুইটি অমূলদ সংখ্যা a ও b

যেখানে a = 3 + 1 এবং b = 3 + 2

স্পষ্টত: : a ও b উভয়ই অমূলদ সংখ্যা এবং উভয়ই 3 এবং 4 এর মধ্যে অবস্থিত।

অর্থাৎ 3 < 3 + 1 < 3 + 2 < 4

 a ও b দুইটি নির্ণেয় অমূলদ সংখ্যা।

মন্তব্য: এরূপ অসংখ্য অমূলদ সংখ্যা নির্ণয় করা যায়।

 

বাস্তব সংখ্যার যোগ ও গুণন প্রক্রিয়ার মৌলিক বৈশিষ্ট্য :

   ১. a, b বাস্তব সংখ্যা হলে, (i) a + b বাস্তব সংখ্যা এবং (ii) ab বাস্তব সংখ্যা

   ২. a, b বাস্তব সংখ্যা হলে (i) a + b = b + a এবং (ii) ab =ba

   ৩. a, b, c বাস্তব সংখ্যা হলে (i) (a + b) + c = a + (b + c) এবং (ii) (ab) c = a (bc)

   ৪. a বাস্তব সংখ্যা হলে, কেবল দুইটি বাস্তব সংখ্যা 0 ও 1 আছে যেখানে (i) 0 ≠ 1 (ii) a +0 = 0 + a = a এবং (iii) a · 1 = 1. a = a

   ৫. a বাস্তব সংখ্যা হলে, (i) a + (- a) = 0 (ii) a ≠ 0 হলে a-1a=1

   ৬. a, b, c বাস্তব সংখ্যা হলে, a (b + c) = ab + ac

   ৭. a, b বাস্তব সংখ্যা হলে a < b অথবা a = b অথবা a > b

   ৮. a, b, c বাস্তব সংখ্যা এবং a < b হলে, a + c < b + c

   ৯. a, b, c বাস্তব সংখ্যা এবং a < b হলে, (i) ac < be যখন c > 0 (ii) ac > bc যখন c <0

প্রতিজ্ঞা: 2 একটি অমূলদ সংখ্যা।

প্রমাণ: ধরি 2 একটি মূলদ সংখ্যা।

তাহলে এমন দুইটি পরস্পর সহমৌলিক স্বাভাবিক সংখ্যা p, q > 1 থাকবে যে, 2=pq1

বা, 2=p2q2 [বর্গ করে] অর্থাৎ 2q=p2q [উভয়পক্ষকে q দ্বারা গুণ করে ]

স্পষ্টত 2q পূর্ণসংখ্যা কিন্তু p2q পূর্ণসংখ্যা নয়, কারণ p ও q স্বাভাবিক সংখ্যা, এরা পরস্পর সহমৌলিক এবং q > 1 ।

 2p এবং p2q সমান হতে পারে না, অর্থাৎ 2qp2q

2 কে pq আকারে প্রকাশ করা যাবে না, অর্থাৎ 2 pq

2 একটি অমূলদ সংখ্যা।

মন্তব্য: যৌক্তিক প্রমাণের সমাপ্তির চিহ্ন হিসাবে  ব্যবহার করা হয়।

কাজ : প্রমাণ কর যে, 3 একটি অমূলদ সংখ্যা।

 

উদাহরণ ২. প্রমাণ কর যে, কোনো চারটি ক্রমিক স্বাভাবিক সংখ্যার গুণফলের সাথে 1 যোগ করলে যোগফল একটি পূর্ণবর্গ সংখ্যা হবে।

সমাধান : মনে করি, চারটি ক্রমিক স্বাভাবিক সংখ্যা যথাক্রমে x, x + 1, x + 2, x + 3 । 

ক্রমিক সংখ্যা চারটির গুণফলের সাথে 1 যোগ করলে পাওয়া যায়,

যা একটি পূর্ণবর্গ সংখ্যা। সুতরাং যে কোনো চারটি ক্রমিক স্বাভাবিক সংখ্যার গুণফলের সাথে 1 যোগ করলে যোগফল একটি পূর্ণবর্গ সংখ্যা হবে।

 

 

দশমিক ভগ্নাংশ (Decimal Fractions)

প্রত্যেক বাস্তব সংখ্যাকে দশমিক ভগ্নাংশে প্রকাশ করা যায়। যেমন 2=2.0, 25=0.4, 13=0.333 ... ইত্যাদি। দশমিক ভগ্নাংশ তিন প্রকার : সসীম, আবৃত্ত এবং অসীম দশমিক ভগ্নাংশ।

সসীম দশমিক ভগ্নাংশ : কোনো সসীম দশমিক ভগ্নাংশে দশমিক বিন্দুর ডানদিকে সসীম সংখ্যক অঙ্ক থাকে। যেমন 0.12, 1.023, 7.832, 54.67, … ইত্যাদি সসীম দশমিক ভগ্নাংশ।

আবৃত্ত দশমিক ভগ্নাংশ : কোনো আবৃত্ত দশমিক ভগ্নাংশে দশমিক বিন্দুর ডানদিকের অঙ্কগুলোর সব অথবা পরপর থাকা কিছু অংশ বারবার আসতে থাকে। যেমন, 3.333... 2.454545... 5.12765765 ... ইত্যাদি আবৃত্ত দশমিক ভগ্নাংশ।

অসীম দশমিক ভগ্নাংশ : কোনো অসীম দশমিক ভগ্নাংশে দশমিক বিন্দুর ডানদিকের অঙ্ক কখনো শেষ হয় না, অর্থাৎ দশমিক বিন্দুর ডানদিকের অঙ্কগুলো সসীম হবে না এবং অংশবিশেষ বারবার আসবে না। যেমন 2=1.412135624..., 7=2.6457513111... ইত্যাদি অসীম দশমিক ভগ্নাংশ।

মন্তব্য: সসীম দশমিক ও আবৃত্ত দশমিক ভগ্নাংশ হলো মূলদ সংখ্যা এবং অসীম দশমিক ভগ্নাংশ হলো অমূলদ সংখ্যা। কোনো অমূলদ সংখ্যার মান যত দশমিক স্থান পর্যন্ত ইচ্ছা নির্ণয় করা যায়। কোনো ভগ্নাংশের লব ও হরকে স্বাভাবিক সংখ্যায় প্রকাশ করতে পারলে, ঐ ভগ্নাংশটি মূলদ সংখ্যা।

কাজ : 1.723, 5.2333..., 0.0025, 2.1356124..., 0.01050105... 0.450123... ভগ্নাংশগুলোকে কারণসহ শ্রেণিবিন্যাস কর।

আবৃত্ত দশমিক ভগ্নাংশ

যে সকল দশমিক ভগ্নাংশে দশমিক বিন্দুর ডানে একটি অঙ্ক বারবার আসে বা একাধিক অঙ্ক পর্যায়ক্রমে বারবার আসে, এদের আবৃত্ত দশমিক ভগ্নাংশ বলা হয়। আবৃত্ত বা পৌনঃপুনিক দশমিক ভগ্নাংশে যে অংশ বারবার অর্থাৎ পুনঃপুন আসে, একে আবৃত্ত অংশ আর বাকি অংশকে অনাবৃত্ত অংশ বলা হয়।

আবৃত্ত দশমিক ভগ্নাংশে একটি অঙ্ক আবৃত্ত হলে, সে অঙ্কের উপর পৌনঃপুনিক বিন্দু এবং একাধিক অঙ্ক আবৃত্ত হলে, কেবলমাত্র প্রথম ও শেষ অঙ্কের উপর পৌনঃপুনিক বিন্দু দেওয়া হয়। যেমন, 2.555 ... কে লেখা হয় 2.5. দ্বারা এবং 3.124124124... কে লেখা হয়, 3.1.24. দ্বারা।

দশমিক ভগ্নাংশে দশমিক বিন্দুর পর আবৃত্তাংশ ছাড়া অন্য কোনো অঙ্ক না থাকলে, একে বিশুদ্ধ পৌনঃপুনিক ভগ্নাংশ বলা হয় এবং পৌনঃপুনিক দশমিক ভগ্নাংশে দশমিক বিন্দুর পর আবৃত্তাংশ ছাড়া এক বা একাধিক অঙ্ক থাকলে, একে মিশ্র পৌনঃপুনিক ভগ্নাংশ বলা হয়। যেমন 1.3. বিশুদ্ধ পৌনঃপুনিক ভগ্নাংশ এবং 4.23511.2. মিশ্র পৌনঃপুনিক ভগ্নাংশ।

ভগ্নাংশের হরে 2, 5 ছাড়া অন্য কোনো মৌলিক গুণনীয়ক (উৎপাদক) থাকলে, সেই হর দ্বারা লবকে ভাগ করলে, কখনো নিঃশেষে বিভাজ্য হবে না। যেহেতু পর্যায়ক্রমে ভাগ শেষে 2, 9 ছাড়া অন্য কিছু হতে পারে না, সেহেতু এক পর্যায়ে ভাগশেষগুলো বারবার একই সংখ্যা হতে থাকবে। আবৃত্তাংশের অঙ্ক সংখ্যা সবসময় হরে যে সংখ্যা থাকে, এর চেয়ে ছোট হয়।

উদাহরণ ৩. 311 ও 9537 কে দশমিক ভগ্নাংশে প্রকাশ কর।

সমাধান : নিচে বামপাশে 311 ও ডানপাশে 9537 কে দশমিক ভগ্নাংশে পরিণত করা হয়েছে।

নির্ণেয় দশমিক ভগ্নাংশগুলো যথাক্রমে 0.2.7. এবং  2.5.67.

 

আবৃত্ত দশমিক ভগ্নাংশকে সাধারণ ভগ্নাংশে পরিবর্তন

উদাহরণ 8. 0.3., 0.2.4., এবং 42.347.8. কে সাধারণ ভগ্নাংশে প্রকাশ কর।

সমাধান :  0.3., 0.2.4., এবং 42.347.8. কে সাধারণ ভগ্নাংশে পরিণত করা হয়েছে।

ব্যাখ্যা : উপরের তিনটি উদাহরণ থেকে দেখা যায় যে,

  • আবৃত্ত দশমিক ভগ্নাংশে দশমিক বিন্দুর পর যে কয়টি অঙ্ক আছে, সে কয়টি শূন্য 1 এর ডানে বসিয়ে প্রথমে আবৃত্ত দশমিক ভগ্নাংশকে গুণ করা হয়েছে।
  • আবৃত্ত দশমিক ভগ্নাংশে দশমিক বিন্দুর পর যে কয়টি অনাবৃত্ত অঙ্ক আছে, সে কয়টি শূন্য 1 এর ডানে বসিয়ে আবৃত্ত দশমিক ভগ্নাংশকে গুণ করা হয়েছে।
  • প্রথম গুণফল থেকে দ্বিতীয় গুণফল বিয়োগ করা হয়েছে এবং তাতে ডানপক্ষে পূর্ণসংখ্যা পাওয়া গেছে। এখানে লক্ষণীয় যে, আবৃত্ত দশমিক ভগ্নাংশের দশমিক ও পৌনঃপুনিক বিন্দু উঠিয়ে প্রাপ্ত সংখ্যা থেকে অনাবৃত্ত অংশের সংখ্যা বিয়োগ করা হয়েছে।
  • আবৃত্ত দশমিক ভগ্নাংশে যতগুলো আবৃত্ত অঙ্ক ছিল ততগুলো 9 লিখে এবং তাদের ডানে দশমিক বিন্দুর পর যতগুলো অনাবৃত্ত অঙ্ক ছিল ততগুলো শূন্য বসিয়ে উপরে প্রাপ্ত বিয়োগফলকে ভাগ করা হয়েছে।
  • আবৃত্ত দশমিক ভগ্নাংশকে সাধারণ ভগ্নাংশে পরিণত করায় সাধারণ ভগ্নাংশটির হর হলো যতগুলো আবৃত্ত অঙ্ক ততগুলো 9 এবং 9 গুলোর ডানে দশমিক বিন্দুর পর যতগুলো অনাবৃত্ত অঙ্ক ততগুলো শূন্য। আর সাধারণ ভগ্নাংশটির লব হলো আবৃত্ত দশমিক ভগ্নাংশের দশমিক বিন্দু ও পৌনঃপুনিক বিন্দু উঠিয়ে যে সংখ্যা পাওয়া গেছে, সে সংখ্যা থেকে আবৃত্তাংশ বাদ দিয়ে বাকি অঙ্ক দ্বারা গঠিত সংখ্যা বিয়োগ করে পাওয়া বিয়োগফল।

মন্তব্য : আবৃত্ত দশমিক ভগ্নাংশকে সব সময় সাধারণ ভগ্নাংশে পরিণত করা যায়। সকল আবৃত্ত দশমিক ভগ্নাংশ মূলদ সংখ্যা।

উদাহরণ ৫. 5.234.57 .কে সাধারণ ভগ্নাংশে প্রকাশ কর।

সমাধান :

ব্যাখ্যা : দশমিক অংশে পাঁচটি অঙ্ক রয়েছে বলে এখানে আবৃত্ত দশমিক ভগ্নাংশকে প্রথমে 100000 (এক এর ডানে পাঁচটি শূন্য) দ্বারা গুণ করা হয়েছে। আবৃত্ত অংশের বামে দশমিক অংশে দুইটি অঙ্ক রয়েছে বলে আবৃত্ত দশমিক ভগ্নাংশকে 100 (এক এর ডানে দুইটি শূন্য) দ্বারা গুণ করা হয়েছে। প্রথম গুণফল থেকে দ্বিতীয় গুণফল বিয়োগ করা হয়েছে। এই বিয়োগফলের একদিকে পূর্ণসংখ্যা অন্যদিকে প্রদত্ত আবৃত্ত দশমিক ভগ্নাংশের মানের ( 100000 – 1000 ) = 99900 গুণ। উভয় পক্ষকে 99900 দিয়ে ভাগ করে নির্ণেয় সাধারণ ভগ্নাংশ পাওয়া গেল।

 

আবৃত্ত দশমিক ভগ্নাংশকে সাধারণ ভগ্নাংশে রূপান্তরের নিয়ম :

নির্ণেয় ভগ্নাংশের লব = প্রদত্ত দশমিক ভগ্নাংশের দশমিক বিন্দু বাদ দিয়ে প্রাপ্ত পূর্ণসংখ্যা এবং অনাবৃত্ত অংশ দ্বারা গঠিত পূর্ণসংখ্যার বিয়োগফল।

নির্ণেয় ভগ্নাংশের হর = দশমিক বিন্দুর পরে আবৃত্ত অংশে যতগুলো অঙ্ক আছে ততগুলো নয় (9) এবং অনাবৃত্ত অংশে যতগুলো অঙ্ক আছে ততগুলো শূন্য (0) দ্বারা গঠিত সংখ্যা।

নিচের উদাহরণগুলোতে এ নিয়ম সরাসরি প্রয়োগ করে কয়েকটি আবৃত্ত দশমিককে সাধারণ ভগ্নাংশে পরিণত করা হলো।

উদাহরণ ৬. 45.23.46. কে সাধারণ ভগ্নাংশে প্রকাশ কর।

সমাধান : 

উদাহরণ ৭. 32.5.67. কে সাধারণ ভগ্নাংশে প্রকাশ কর।

সমাধান : 

 

সদৃশ আবৃত্ত দশমিক ও অসদৃশ আবৃত্ত দশমিক ভগ্নাংশ

দুই বা ততোধিক আবৃত্ত দশমিক ভগ্নাংশের অনাবৃত্ত ও আবৃত্ত উভয় অংশের অঙ্ক সংখ্যা সমান হলে এদের সদৃশ আবৃত্ত দশমিক ভগ্নাংশ বলে। অন্যথায় এদেরকে অসদৃশ আবৃত্ত দশমিক ভগ্নাংশ বলে। যেমন 12.4.5. ও 6..3 2.; 9.453. ও 125.897. সদৃশ আবৃত্ত দশমিক ভগ্নাংশ। আবার, 0.34.56. ও 7.457.89.; 6.435.7. ও 2.893.45. অসদৃশ আবৃত্ত দশমিক ভগ্নাংশ।

 

অসদৃশ আবৃত্ত দশমিক ভগ্নাংশগুলোকে সদৃশ আবৃত্ত দশমিক ভগ্নাংশে পরিবর্তন

কোনো আবৃত্ত দশমিক ভগ্নাংশের আবৃত্ত অংশের অঙ্কগুলোকে বারবার লিখলে দশমিক ভগ্নাংশের মানের কোনো পরিবর্তন হয় না। যেমন 6.453.7. = 6.453.737. = 6.4537.3. = 6.45373.7. । এখানে প্রত্যেকটিই একই আবৃত্ত দশমিক ভগ্নাংশ 6.45373737…, যেটি একটি অসীম দশমিক সংখ্যা। এই আবৃত্ত দশমিক ভগ্নাংশগুলোকে সাধারণ ভগ্নাংশে পরিবর্তন করলে দেখা যাবে প্রত্যেকটি সমান।

সদৃশ আবৃত্ত দশমিক ভগ্নাংশে পরিণত করতে হলে ভগ্নাংশগুলোর মধ্যে যে ভগ্নাংশটির অনাবৃত্ত অংশের অঙ্ক সংখ্যা বেশি, প্রত্যেকটি ভগ্নাংশের অনাবৃত্ত অংশের অঙ্ক সংখ্যাকে ওই ভগ্নাংশটির অনাবৃত্ত অংশের অঙ্কের সংখ্যার সমান করতে হবে এবং বিভিন্ন সংখ্যায় আবৃত্ত অংশের অঙ্ক সংখ্যাগুলোর ল.সা.গু. যত, প্রত্যেকটি দশমিক ভগ্নাংশের আবৃত্ত অংশ তত অঙ্কের করতে হবে।

উদাহরণ ৮. 5.6., 7.34.5., ও 10.784.23. কে সদৃশ আবৃত্ত দশমিক ভগ্নাংশে পরিণত কর।

সমাধান :  5.6., 7.34.5., ও 10.784.23. আবৃত্ত দশমিক ভগ্নাংশে অনাবৃত্ত অংশের অঙ্ক সংখ্যা যথাক্রমে 0, 1 ও 2 । এখানে 10.784.23. এর অনাবৃত্ত অঙ্ক সংখ্যা দশমিকে সবচেয়ে বেশি এবং এ সংখ্যা 2 । তাই সদৃশ আবৃত্ত দশমিক ভগ্নাংশ করতে হলে প্রত্যেকটি দশমিক ভগ্নাংশের অনাবৃত্ত অংশের অঙ্ক সংখ্যা 2 করতে হবে। 5.6., 7.34.5., ও 10.784.23. আবৃত্ত দশমিক ভগ্নাংশে আবৃত্ত অংশের অঙ্ক সংখ্যা যথাক্রমে 1, 2 ও 3 । 1, 2 ও 3 এর ল.সা.গু হলো 6। তাই সদৃশ আবৃত্ত দশমিক ভগ্নাংশ করতে হলে প্রত্যেকটি দশমিক ভগ্নাংশের আবৃত্ত অংশের অঙ্ক সংখ্যা 6 করতে হবে। সুতরাং 5.6. = 5.666.66666., 7.34.5. = 7.345.45454. ও 10.784.23. = 10.784.23423. নির্ণেয় সদৃশ আবৃত্ত দশমিক ভগ্নাংশসমূহ যথাক্রমে 5.666.66666., 7.345.45454. ও 10.784.23423.

উদাহরণ ৯. 1.7643, 3.2.4., ও 2.783.46. কে সদৃশ আবৃত্ত দশমিক ভগ্নাংশে পরিণত কর।

সমাধান : 1.7643 এ অনাবৃত্ত অংশ বলতে দশমিক বিন্দুর পরের 4টি অঙ্ক, এখানে আবৃত্ত অংশ নেই। 3.2.4., এ অনাবৃত্ত অংশের অঙ্ক সংখ্যা 0 এবং আবৃত্ত অংশের অঙ্ক সংখ্যা 2, 2.783.46. এ অনাবৃত্ত অংশের অঙ্ক সংখ্যা 2 এবং আবৃত্ত অংশের অঙ্ক সংখ্যা 3। এখানে অনাবৃত্ত অংশের অঙ্ক সংখ্যা সবচেয়ে বেশি হলো 4 এবং আবৃত্ত অংশের অঙ্ক সংখ্যা 2 ও 3 এর ল.সা.গু. হলো 6। প্রত্যেকটি দশমিক ভগ্নাংশের অনাবৃত্ত অংশের অঙ্ক সংখ্যা হবে 4 এবং আবৃত্ত অংশের অঙ্ক সংখ্যা হবে 6। 

 1.7643 = 1.76430.00000., 3.2.4. 3.24242.424242. ও 2.783.46. = 2.78346.34634.

নির্ণেয় সদৃশ আবৃত্ত দশমিক ভগ্নাংশসমূহ 1.76430.00000., 3.24242.42424. ও 2.78346.34634.

মন্তব্য : সসীম দশমিক ভগ্নাংশগুলোকে সদৃশ দশমিক ভগ্নাংশে পরিণত করার জন্য দশমিক বিন্দুর সর্বডানের অঙ্কের পর প্রয়োজনীয় সংখ্যক শূন্য বসিয়ে প্রত্যেকটি দশমিক ভগ্নাংশের দশমিক বিন্দুর পরের অনাবৃত্ত অঙ্ক সংখ্যা সমান করা হয়েছে। আর আবৃত্ত দশমিক ভগ্নাংশের ক্ষেত্রে প্রত্যেকটি দশমিক ভগ্নাংশে দশমিক বিন্দুর পরের অনাবৃত অঙ্ক সংখ্যা সমান এবং আবৃত্ত অঙ্ক সংখ্যা সমান করা হয়েছে আবৃত্ত অঙ্কগুলো ব্যবহার করে। অনাবৃত্ত অংশের পর যে কোনো অঙ্ক থেকে শুরু করে আবৃত্ত অংশ নেওয়া যায়।

 

আবৃত্ত দশমিক ভগ্নাংশের যোগ ও বিয়োগ

আবৃত্ত দশমিক ভগ্নাংশের যোগ বা বিয়োগ করতে হলে আবৃত্ত দশমিক ভগ্নাংশগুলোকে সদৃশ আবৃত্ত দশমিক ভগ্নাংশে পরিবর্তন করতে হবে। এরপর সসীম দশমিক ভগ্নাংশের নিয়মে যোগ বা বিয়োগ করতে হবে। সসীম দশমিক ও আবৃত্ত দশমিক ভগ্নাংশগুলোর মধ্যে যোগ বা বিয়োগ করতে হলে আবৃত্ত দশমিক ভগ্নাংশগুলোকে সদৃশ করার সময় প্রত্যেকটি আবৃত্ত দশমিক ভগ্নাংশের অনাবৃত্ত অংশের অঙ্ক সংখ্যা হবে সসীম দশমিক ভগ্নাংশের দশমিক বিন্দুর পরের অঙ্ক সংখ্যা ও অন্যান্য আবৃত্ত দশমিক ভগ্নাংশের অনাবৃত্ত অংশের অঙ্ক সংখ্যার মধ্যে সবচেয়ে বড় যে সংখ্যা সে সংখ্যার সমান। আর আবৃত্ত অংশের অঙ্ক সংখ্যা হবে যথানিয়মে প্রাপ্ত ল.সা.গু. এর সমান এবং সসীম দশমিক ভগ্নাংশের ক্ষেত্রে আবৃত্ত অংশের জন্য প্রয়োজনীয় সংখ্যক শূন্য বসাতে হবে। এরপর সসীম দশমিক ভগ্নাংশের নিয়মে যোগ বা বিয়োগ করতে হবে। এভাবে প্রাপ্ত যোগফল বা বিয়োগফল প্রকৃত যোগফল বা বিয়োগফল হবে না। প্রকৃত যোগফল বা বিয়োগফল বের করতে হলে দেখতে হবে যে সদৃশকৃত দশমিক ভগ্নাংশগুলো যোগ বা বিয়োগ করলে প্রত্যেকটি সদৃশকৃত দশমিক ভগ্নাংশগুলোর আবৃত্ত অংশের সর্ববামের অঙ্কগুলোর যোগ বা বিয়োগে হাতে যে সংখ্যাটি থাকে, তা প্রাপ্ত যোগফল বা বিয়োগফলের আবৃত্ত অংশের সর্বডানের অঙ্কের সাথে যোগ বা অঙ্ক থেকে বিয়োগ করলে প্রকৃত যোগফল বা বিয়োগফল পাওয়া যাবে। এটিই নির্ণেয় যোগফল বা বিয়োগফল হবে।

মন্তব্য :

১. আবৃত্ত দশমিক ভগ্নাংশের যোগফল বা বিয়োগফলও আবৃত্ত দশমিক ভগ্নাংশ হয়। এই যোগফল বা বিয়োগফলে অনাবৃত্ত অংশ আবৃত্ত দশমিক ভগ্নাংশগুলোর মধ্যে সর্বাপেক্ষা অনাবৃত্ত অংশবিশিষ্ট আবৃত্ত দশমিক ভগ্নাংশটির অনাবৃত্ত অঙ্ক সংখ্যার সমান হবে এবং আবৃত্ত অংশ আবৃত্ত দশমিক ভগ্নাংশগুলোর আবৃত্ত অঙ্ক সংখ্যার ল.সা.গু. এর সমান সংখ্যক আবৃত্ত অঙ্ক হবে। সসীম দশমিক ভগ্নাংশ থাকলে প্রত্যেকটি আবৃত্ত দশমিক ভগ্নাংশের অনাবৃত্ত অংশের অঙ্ক সংখ্যা হবে সসীম দশমিক ভগ্নাংশের দশমিক বিন্দুর পরের অঙ্ক সংখ্যা ও অন্যান্য আবৃত্ত দশমিক ভগ্নাংশের অনাবৃত্ত অংশের অঙ্ক সংখ্যার মধ্যে সবচেয়ে বড় যে সংখ্যা সে সংখ্যার সমান।

২. আবৃত্ত দশমিক ভগ্নাংশগুলোকে সামান্য ভগ্নাংশে পরিবর্তন করে ভগ্নাংশের নিয়মে যোগফল বা বিয়োগফল বের করার পর যোগফল বা বিয়োগফলকে আবার দশমিক ভগ্নাংশে পরিবর্তন করেও যোগ বা বিয়োগ করা যায়। তবে এ পদ্ধতিতে যোগ বা বিয়োগ করলে বেশি সময় লাগবে।

উদাহরণ ১০. 3.8.9., 2.17.8. ও 5.897.98. যোগ কর।

সমাধান : এখানে অনাবৃত্ত অংশের অঙ্ক সংখ্যা হবে 2 এবং আবৃত্ত অংশের অঙ্ক হবে 2, 2 ও 3 এর ল.সা.গু. 6 । প্রথমে তিনটি আবৃত্ত দশমিককে সদৃশ করা হয়েছে।

মন্তব্য : এই যোগফলে 576576 আবৃত্ত অংশ। কিন্তু কেবল 576 কে আবৃত্ত অংশ করলে মানের কোনো পরিবর্তন হয় না।

দ্রষ্টব্য : সর্বডানে যোগের ধারণা বোঝাবার জন্য এ যোগটি অন্য নিয়মে করা হলো :

এখানে আবৃত্ত অংশ শেষ হওয়ার পর আরও অঙ্ক পর্যন্ত সংখ্যাকে বাড়ানো হয়েছে। অতিরিক্ত অঙ্কগুলোকে একটা খাড়া রেখা দ্বারা আলাদা করে দেওয়া হয়েছে। এরপর যোগ করা হয়েছে। খাড়া রেখার ডানের অঙ্কের যোগফল থেকে হাতের 2 এসে খাড়া রেখার বামের অঙ্কের সাথে যোগ হয়েছে। খাড়া রেখার ডানের অঙ্কটি আর পৌনঃপুনিক বিন্দু শুরু হওয়ার অঙ্কটি একই। তাই দুইটি যোগফলই এক।

উদাহরণ ১১. 8.94.78., 2.346 ও 4.7.1. যোগ কর।

সমাধান: দশমিক ভগ্নাংশগুলোকে সদৃশ করতে হলে অনাবৃত্ত অংশ ও অঙ্কের এবং আবৃত্ত অংশ হবে 3 ও 2 এর ল.সা.গু. 6 অঙ্কের। এবার দশমিক ভগ্নাংশগুলোকে যোগ করা হবে।

উদাহরণ ১২. 8.24.3. থেকে  5.246.73. বিয়োগ কর।

সমাধান : এখানে অনাবৃত্ত অংশের অঙ্ক সংখ্যা হবে 2 এবং আবৃত্ত অংশের অঙ্ক সংখ্যা হবে 2 ও 3 এর ল.সা.গু. 6 । এখন দশমিক সংখ্যা দুইটিকে সদৃশ করে বিয়োগ করা হলো।

মন্তব্য : পৌনঃপুনিক বিন্দু যেখানে শুরু সেখানে বিয়োজন সংখ্যা বিয়োজ্য সংখ্যা থেকে ছোট হলে সব সময় সর্বডানের অঙ্ক থেকে 1 বিয়োগ করতে হবে।

দ্রষ্টব্য : সর্বডানের অঙ্ক থেকে 1 কেন বিয়োগ করা হয় তা বোঝাবার জন্য নিচে অন্যভাবে বিয়োগ করে দেখানো হলো :

উদাহরণ ১৩.  24.456.45. থেকে 16.4.37. বিয়োগ কর।

সমাধান :

দ্রষ্টব্য : সর্বডানের অঙ্ক থেকে 1 কেন বিয়োগ করা হয় তা বোঝাবার জন্য নিচে অন্যভাবে বিয়োগ করে দেখানো হলো।

আবৃত্ত দশমিক ভগ্নাংশের গুণ ও ভাগ

আবৃত্ত দশমিক ভগ্নাংশগুলোকে সাধারণ ভগ্নাংশে পরিণত করে গুণ বা ভাগের কাজ সমাধা করে প্রাপ্ত ভগ্নাংশটিকে দশমিক ভগ্নাংশে প্রকাশ করলেই আবৃত্ত দশমিক ভগ্নাংশগুলোর গুণফল বা ভাগফল হবে। সসীম দশমিক ভগ্নাংশ ও আবৃত্ত দশমিক ভগ্নাংশের মধ্যে গুণ বা ভাগ করতে হলে এ নিয়মেই করতে হবে। তবে ভাগের ক্ষেত্রে ভাজ্য ও ভাজক দুইটিই আবৃত্ত দশমিক ভগ্নাংশ হলে, উভয়কে সদৃশ আবৃত্ত দশমিক ভগ্নাংশ করে নিলে ভাগের কাজ একটু সহজ হয়।

উদাহরণ ১৪. 4.3. কে 5.7. দ্বারা গুণ কর।

সমাধান :

উদাহরণ ১৫. 0.28. কে 42.1.8. দ্বারা গুণ কর।

সমাধান : 

উদাহরণ ১৬. 2.5 × 4.35. × 1.23.4. কত? 

সমাধান :

উদাহরণ ১৭. 7.3.2. কে 0.27. দ্বারা ভাগ কর।

সমাধান :

উদাহরণ ১৮. 2.2.718. কে 1.91.2. দ্বারা ভাগ কর।

সমাধান :

উদাহরণ ১৯. 9.45 কে  2.86.3. দ্বারা ভাগ কর।

সমাধান :

মন্তব্য : আবৃত্ত দশমিক ভগ্নাংশের গুণফল ও ভাগফল আবৃত্ত দশমিক ভগ্নাংশ নাও হতে পারে।

 

অসীম দশমিক ভগ্নাংশ

অনেক দশমিক ভগ্নাংশ আছে যাদের দশমিক বিন্দুর ডানের অঙ্কের শেষ নেই, আবার এক বা একাধিক অঙ্ক বারবার পর্যায়ক্রমে আসে না, এসব দশমিক ভগ্নাংশকে বলা হয় অসীম দশমিক ভগ্নাংশ। যেমন, 5.134248513942301 ... একটি অসীম দশমিক ভগ্নাংশ। 2 এর বর্গমূল একটি অসীম দশমিক ভগ্নাংশ। এখন, 2 এর বর্গমূল বের করি।

এভাবে প্রক্রিয়া অনন্তকাল পর্যন্ত চললেও শেষ হবে না। সুতরাং 2 = 1.4142135... একটি অসীম দশমিক ভগ্নাংশ।

 

নির্দিষ্ট দশমিক স্থান পর্যন্ত মান এবং নির্দিষ্ট দশমিক স্থান পর্যন্ত আসন্ন মান

অসীম দশমিক ভগ্নাংশের কোনো নির্দিষ্ট দশমিক স্থান পর্যন্ত মান বের করা এবং কোনো নির্দিষ্ট দশমিক স্থান পর্যন্ত আসন্ন মান বের করা একই অর্থ নয়। যেমন 5.4325893 ... এর ‘চার দশমিক স্থান পর্যন্ত মান' হবে 5.4325 কিন্তু 5.4325893... এর ‘চার দশমিক স্থান পর্যন্ত আসন্ন মান হবে 5.4326। তবে এখানে ‘দুই দশমিক স্থান পর্যন্ত মান' এবং ‘দুই দশমিক স্থান পর্যন্ত আসন্ন মান একই। সসীম দশমিক ভগ্নাংশেও এভাবে আসন্ন মান বের করা যায়।

মন্তব্য : যত দশমিক স্থান পর্যন্ত মান বের করতে হবে, তত দশমিক স্থান পর্যন্ত যে সব অঙ্ক থাকবে হুবহু সে অঙ্কগুলো লিখতে হবে মাত্র। আর যত দশমিক স্থান পর্যন্ত আসন্ন মান বের করতে হবে, তার পরবর্তী স্থানটিতে যদি 5, 6, 7, 8 বা 9 হয়, তবে শেষ স্থানটির অঙ্কের সাথে 1 যোগ করতে হবে। কিন্তু যদি 0, 1, 2, 3 বা 4 হয়, তবে শেষ স্থানটির অঙ্ক যেমন ছিল তেমনই থাকবে, এক্ষেত্রে ‘দশমিক স্থান পর্যন্ত মান' এবং ‘দশমিক স্থান পর্যন্ত আসন্ন মান' একই। যত দশমিক স্থান পর্যন্ত আসন্ন মান বের করতে বলা হবে, দশমিক বিন্দুর পর তার চেয়েও 1 স্থান বেশি পর্যন্ত দশমিক ভগ্নাংশ বের করতে হবে।

উদাহরণ ২০. 13 এর বর্গমূল বের কর এবং তিন দশমিক স্থান পর্যন্ত আসন্ন মান লেখ।

সমাধান :

 নির্ণেয় বর্গমূল 3.605551... এবং নির্ণেয় তিন দশমিক স্থান পর্যন্ত আসন্ন মান 3.606 ।

উদাহরণ ২১. 4.4623845 ... এর 1, 2, 3, 4 ও 5 দশমিক স্থান পর্যন্ত মান ও আসন্ন মান কত?

সমাধান : 4.4623845... ভগ্নাংশটির

   এক দশমিক স্থান পর্যন্ত মান 4.4 এবং এক দশমিক স্থান পর্যন্ত আসন্ন মান 4.5

   দুই দশমিক স্থান পর্যন্ত মান 4.46 এবং দুই দশমিক স্থান পর্যন্ত আসন্ন মান 4.46

   তিন দশমিক স্থান পর্যন্ত মান 4.462 এবং তিন দশমিক স্থান পর্যন্ত আসন্ন মান 4.462

   চার দশমিক স্থান পর্যন্ত মান 4.4623 এবং চার দশমিক স্থান পর্যন্ত আসন্ন মান 4.4624

   পাঁচ দশমিক স্থান পর্যন্ত মান 4.462238 এবং পাঁচ দশমিক স্থান পর্যন্ত আসন্ন মান 4.46238

কাজ : 29 এর বর্গমূল নির্ণয় কর ও বর্গমূলের দুই দশমিক স্থান পর্যন্ত মান ও আসন্ন মান লিখ।

ADDED

বাস্তব জীবনে সকালে ঘুম হতে ওঠা থেকে শুরু করে রাতে ঘুমাতে যাওয়া পর্যন্ত আমরা প্রতিদিন বিভিন্ন
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">

 

এই যে নানারকম সংখ্যা দেখতে পাচ্ছ, এগুলো কীভাবে মানুষ জানল? ভেবে দেখ তো? আজ থেকে অনেক
অনেক বছর আগে তারা কীভাবে সংখ্যা লিখত এবং গণনা করত?

এই প্রশ্নের উত্তর পাওয়া যাবে সংখ্যার গল্পে। চলো তাহলে সংখ্যাগুলো কীভাবে এলো সেই মজার কাহিনি শুনি।
কয়েক হাজার বছর আগে আমরা ফিরে যাই, যখন মানুষ খাদ্যের জন্য কেবল শিকার বা বনের ফলমূলের উপর নির্ভর করত- তখন সে সকালে ঘুম থেকে জেগে উঠত পাখির ডাকে। তারপর হয়ত নদীর জলে মুখ ধুয়ে খাদ্যের সন্ধানে বের হতো।

আমাদের দৈনন্দিন জীবনের সাথে কয়েক হাজার বছর আগের মানুষের দৈনন্দিন জীবনে সংখ্যা গণনা ও ব্যবহারের পার্থক্য আছে কি?
চলো তাহলে প্রাচীনকালে মানুষ কীভাবে দাগ কেটে, দড়ির গিট দিয়ে বা পাথর ব্যবহার করে বিভিন্ন উপায়ে সংখ্যা গণনা করত তার কিছু নমুনা দেখে নেই।

 

দাগ কেটে গণনা

বিভিন্ন সময়ের মানুষ ৮ সংখ্যাটি উপরের ছবির মতো করে ভিন্ন ভিন্ন উপায়ে দাগ কেটে প্রকাশ করত।
৮ সংখ্যাটি প্রকাশ করার এরকম আরও কোনো উপায় কি তোমরা বলতে পারবে?

 

দড়ির গিট দিয়ে গণনা

তোমরা কি জানো ইনকা সভ্যতার মানুষেরা দড়ির গিট দিয়ে সংখ্যা প্রকাশ করত?
নিচের ছবি দেখে বোঝা যাচ্ছে কি?

 

 

ট্যালির মাধ্যমে গণনা

 

ঘড়িতে সময় দেখি

কোন ঘড়িতে সময় কত?

 

নিচের ছকটি পূরণ করো

সংখ্যাঘড়িতে কীভাবে লেখা
আছে
সংখ্যাঘড়িতে কীভাবে লেখা আছে
  
  
  
 ১০ 
 ১১ 
 ১২ 

📝 অনুশীলনী

এবার বলো তো ঘড়ির সংখ্যা লেখার পদ্ধতি অনুসারে ১৩, ২০, ৬৭ সংখ্যাগুলো কীভাবে লেখা হবে?

🧩 পাজল

মায়ানরা কীভাবে সংখ্যা লিখত জানো?
নিচের সারণিটি পূরণ করতে পারবে?

 


ADDED
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" alt="গ্রিক পন্ডিত ইউক্লিড">
গ্রিক পন্ডিত ইউক্লিড

জ্যামিতি গণিতের পুরোনো কিন্তু মজার একটি শাখা। কারণ জ্যামিতি জেনেই আমরা আমাদের খেলার মাঠ, বাগান, ঘর-বাড়ি, জমিজমা ইত্যাদি পরিমাপ করে থাকি। তোমাদের নিশ্চয়ই জানতে ইচ্ছে করছে জ্যামিতি শব্দটির মানে কী? জানা যায়, গ্রিকদেশের মানুষরা ভূমিকে Geo বলত এবং পরিমাপকে বলত metron| এই Geo এবং metron মিলেই হলো Geometry, বাংলায় আমরা বলি জ্যামিতি। এবার তাহলে প্রশ্ন করতে পারো এই জ্যামিতির প্রয়োজন কেন হয়েছিল? আজ থেকে অনেক অনেক বছর আগে কৃষিকে নির্ভর  করে গড়ে উঠেছিল বিভিন্ন সভ্যতা। কৃষি কাজের জন্য প্রয়োজন হয় জমিজমার। আর এই জমিজমা পরিমাপের জন্যই প্রয়োজন হয় জ্যামিতির। তবে আজকাল জ্যামিতি শুধু জমি পরিমাপের জন্য ব্যবহার হয় না। গণিতের অনেক জটিল সমস্যাও জ্যামিতির জ্ঞান ব্যবহার করে সমাধান করা হচ্ছে। প্রাচীন মিশর, ব্যাবিলন, ভারতবর্ষ, চীন ও দক্ষিণ আমেরিকার ইনকা সভ্যতার বিভিন্ন কাজে জ্যামিতি ব্যবহারের প্রমাণ পাওয়া যায়।

তবে প্রাচীন গ্রিক সভ্যতার যুগেই জ্যামিতির সাজানো গোছানো সুন্দর রূপটি স্পষ্টভাবে দেখা যায়। গ্রিক পন্ডিত ইউক্লিড জ্যামিতির সুত্রগুলোকে সুবিন্যিস্ত করে তাঁর বিখ্যাত গ্রন্থ Elements রচনা করেন। এছাড়া জ্যামিতিকে সমৃদ্ধ করার ক্ষেত্রে থেলিস, পিথাগোরাস, প্লেটো, টলেমি, আর্কিমিডিস সহ আরও অসংখ্য গণিতবিদের অবদান রয়েছে।

জ্যামিতির মৌলিক ধারণা

 

 নিচের ছকটি লক্ষ্য করি এবং এর খালি ঘরগুলো পূরণ করি:

জ্যামিতিক
নাম
বর্ণনাচিত্রকীভাবে পড়তে হবে
বিন্দুবিন্দুর দৈর্ঘ্য , প্রস্থ ও উচ্চতা নেই।
A বিন্দু
রেখারেখার নির্দিষ্ট দৈর্ঘ্য নেই।
AB রেখা
রেখাংশরেখাংশের নির্দিষ্ট দৈর্ঘ্য আছে।
AB রেখাংশ
রশ্মিরশ্মির একটি প্রান্ত বিন্দু আছে।
এর নির্দিষ্ট দৈর্ঘ্য নেই।
AB রশ্মি
তলতলের শুধু দৈর্ঘ্য ও প্রস্থ আছে।
তল দ্বিমাত্রিক।
সমতল RJK
সমান্তরাল
রেখা
একই সমতলে অবস্থিত দুইটি সমান্তরাল
রেখা কখনো একে অপরকে ছেদ করে না।
EF ও GH
রেখাদ্বয়
সমান্তরাল
কোণ   
সন্নিহিত কোণ   
সমকোণ   

কাগজের ত্রিভুজ

ইচ্ছেমতো কাগজের কয়েকটি ত্রিভুজ কাট। এবার, ত্রিভুজ গুলোর ছবি এঁকে বা খাতায় আঁঠা দিয়ে লাগিয়ে নিচের মতো ছক তৈরি করে পূরণ করো।

ছবি১ম কোণ২য় কোণ ৩য় কোণকোণ 
তিনটির 
যোগফল
১ম বাহুর 
দৈর্ঘ্য
২য় বাহুর 
দৈর্ঘ্য
৩য় বাহুর 
দৈর্ঘ্য
ত্রিভুজের 
ধরন
         

সুক্ষ্মকোণী ত্রিভুজের তিনটি উচ্চতা

চিত্রে🔺ABC একটি সূক্ষ্মকোণী ত্রিভুজ এবং AD, BE ও CF তিনটি উচ্চতা।

সমকোণী ত্রিভুজের উচ্চতা

চিত্রে 🔺ABD ও 🔺ACD দুইটি সমকোণী ত্রিভুজ এবং AD উভয় ত্রিভুজের একটি উচ্চতা। কাগজ ভাঁজ করে অন্য উচ্চতাগুলোও দেখাও।

স্থুলকোণী ত্রিভুজের উচ্চতা

চিত্রে 🔺ABD সূক্ষ্মকোণী ত্রিভুজ ও 🔺ACD স্থূলকোণী ত্রিভুজ। AE উভয় ত্রিভুজের একটি উচ্চতা। কাগজ ভাঁজ করে অন্য উচ্চতাগুলোও দেখাও।

সবুজ রঙের সরলরেখাংশটি ত্রিভুজের একটি শীর্ষ থেকে বিপরীত বাহুর মধ্যবিন্দুর সংযোগ ঘটায়। এজন্য একে ‘ত্রিভুজের মধ্যমা’ বলব।

📚 অনুশীলনী

১) চিত্রে, AB= ১০০ সে.মি., AC = ১২০ সে.মি. এবং BD = ৮০ সে.মি. হলে CE = ?

২) চিত্রে, ABC ত্রিভুজের BD মধ্যমা এবং BC বাহুর দৈর্ঘ্য AD এর দ্বিগুণ।

ত্রিভুজটি কী ধরনের? 

উত্তরের সপক্ষে যুক্তি দাও।

৩) একটি সমকোণী ত্রিভুজের বাহু তিনটির দৈর্ঘ্য ৫ সে.মি., ১২ সে.মি. এবং ১৩ সে.মি.। 

ক) আনুপাতিক চিত্র অংকন করো।

খ) সমকৌণিক বিন্দু থেকে বিপরীত বাহুর উপর অঙ্কিত লম্বের দৈর্ঘ্য নির্ণয় করো।

বিভিন্ন আকৃতির বস্তু খুঁজি

বাম পাশের চিত্রগুলোর সাথে ডান পাশের শর্তগুলো মিলাও।

● (ক) চিত্রে লাল রং দিয়ে চিহ্নিত ১৬ টি বর্গক্ষেত্রে র ক্ষেত্রফল = ১৬ × ১ বর্গ সে.মি. 
= ১৬ বর্গ সে.মি. এখানে, নীল রং দিয়ে চিহ্নিত কোনো বর্গক্ষে ত্র নেই। তাই, পরিমাপে কম বেশি হওয়ার সুযোগ নেই। 
● (খ) চিত্রে লাল রং দিয়ে চিহ্নিত ১২ টি বর্গক্ষেত্রের ক্ষেত্রফল = ১২ × ১ বর্গ সে.মি. 
= ১২ বর্গ সে.মি. (খ) চিত্রে নীল রঙ দিয়ে চিহ্নিত ১২ টি বর্গক্ষেত্রের ক্ষেত্রফল 
= ১২ × ০.৫ বর্গ সে.মি. = ৬ বর্গ সে.মি. 
● → গ্রিড থেকে পাওয়া ক্ষেত্রফল = ১২ বর্গ সে.মি. + ৬ বর্গ সে.মি. = ১৮ বর্গ সে.মি.
● এখানে, নীল রং দিয়ে চিহ্নিত বর্গের সবর্গে বগুলিতে একেবারে ঠিকঠাক ০.৫ বর্গ সে.মি. 
ক্ষেত্রফল আছে। 
● অন্য কোনো জ্যামিতিক উপায়ে (ক) ও (খ) চিত্র থেকে ক্ষেত্রফল নির্ণয় করা যায় নির্ণ কি?
● তাহলে গ্রিডের সাহায্যে (ক) ও (খ) চিত্র থেকে যে ক্ষেত্রফল পাওয়া গেল, সেগুলো
কি একেবারে সঠিক বা প্রকৃত ক্ষেত্রফল নাকি কাছাকাছি বা আপাত ক্ষেত্রফল?

 

তোমার শিক্ষক শ্রেণি কক্ষে যে পাতা প্রদর্শন করছেন তা ভালোভাবে পর্যবেক্ষণ করো। এ পাতাগুলো কীভাবে পরিমাপ করা যায় চিন্তা করে তার একটি পরিকল্পনা করো।

🔸→লাল রঙ দিয়ে চিহ্নিত ২৩ টি বর্গক্ষেত্রের ক্ষেত্রফল = ২৩ × ১ বর্গ সে.মি.

= ২৩ বর্গ সে.মি.

🔹→ নীল রঙ দিয়ে চিহ্নিত ২৫ টি বর্গক্ষেত্রের ক্ষেত্রফল = ২৫ x ০.৫ বর্গ সে.মি. =12.5 বর্গ সে.মি.

▪️→ পাতার ক্ষেত্রফলের আপাত পরিমাপ = ২৩ বর্গ সে.মি. + ১২.৫ বর্গ সে.মি.

= ৩৫.৫ বর্গ সে.মি.

 ▪️কিন্তু নীল রং দিয়ে চিহ্নিত বর্গের সবগুলিতে একেবারে ঠিকঠাক ০.৫ বর্গ সে.মি. ক্ষেত্রফল নেই। তাহলে গ্রিড দিয়ে উপরের পরিমাপের প্রক্রিয়ায় পাতার যে ক্ষেত্রফল পাওয়া গেল, সেটা কি একেবারে সঠিক বা প্রকৃত ক্ষেত্রফল নাকি কাছাকাছি বা আপাত ক্ষেত্রফল?

 ▪️এবার গ্রিডের ক্ষুদ্রতম বর্গের এক বাহুর দৈর্ঘ্য যথাক্রমে ২ সে.মি. এবং ০.৫ সে.মি. নিয়ে আলাদাভাবে ছবির পাতাটিরই আপাত ক্ষেত্রফল নির্ণয় কর। 

 ▪️তোমার দৃষ্টিতে কোন ক্ষেত্রে প্রাপ্ত ক্ষেত্রফল পাতাটির প্রকৃত ক্ষেত্রফলের বেশি কাছাকাছি হবে, যৌক্তিক মতামত দাও।

📝  দলগত কাজ: আমাদের শ্রেণিকক্ষ কত বড়?

এ কাজের মাধ্যমে তোমরা তোমাদের শ্রেণিকক্ষের দেয়াল এবং মেঝে পরিমাপ করবে। দলের সকলে পরিকল্পনা করে কাজগুলো করবে এবং এক্ষেত্রে শিক্ষকের নির্দেশনা অনুসারে সতীর্থ মূল্যায়ন প্রক্রিয়াটি সম্পন্ন করবে।

👤 কর্মপত্র: পড়ার ঘর মেপে দেখি

তোমার পড়ার ঘরটির মেঝের ক্ষেত্রফল কত? 
ঐ মেঝেতে সম্ভাব্য কতটি টাইলস লাগবে? (অতিরিক্তসহ) (টাইলসের | আকার পছন্দমত নির্ধারণ করো) 
শ্রেণিকক্ষের ভিতরের ছাদসহ কতটুকু জায়গায় রং করতে হবে? (পরিমাপ ও হিসাব সম্পন্ন করতে প্রয়োজনে সহায়তা নিবে) 

🧩 পাজল

ক) শ্রেণিকক্ষের ছবিটি পূরণ করতে কতটি টাইলস প্রয়োজন হয়েছে?

খ) ছবিতে দেখানো শ্রেণিকক্ষ এবং একটি টাইলসের ক্ষেত্রফল নির্ণয় করে প্রয়োজনীয় টাইলসের সংখ্যা হিসাব করো। (সংকেত : AB ও ED রেখা সমান্তরাল। 🔺ABF ও আ🔺BCF এর উচ্চতাগুলো এঁকে নিতে পার ।

গ) (ক) এবং (খ) থেকে প্রাপ্ত ফলাফলের মধ্যে পার্থক্য থাকলে তার যৌক্তিক ব্যাখ্যা দাও।

 

২) একটি আয়তাকার জমির ক্ষেত্রফল একটি বর্গাকার জমির ক্ষেত্রফলের সমান। আয়তাকার জমির দৈর্ঘ্য প্রস্থের ৪ গুণ। প্রতি মিটার দড়ির মূল্য ৭ টাকা। দড়ি দিয়ে দুইবার ঘুরিয়ে জমির চারদিকে বেষ্টনি দিতে মোট ৫৬০০ টাকা খরচ হয়।

ক) আয়তাকার জমির পরিসীমা কত হবে?

খ) বর্গাকার জমিতে প্রতি ৪ বর্গমিটার জায়গায় একটি করে পেঁপের চারা রোপন করলে কতটি চারা লাগবে?

চিত্রের সামান্তরিক ক্ষেত্রটির পরিসীমা ১৮০ মিটার এবং এর ক্ষেত্রফল একাধিক উপায়ে নির্ণয় করা যায়।

ক) সামান্তরিক ক্ষেত্রটির ক্ষেত্রফল যৌক্তিক ব্যাখ্যাসহ একাধিক পদ্ধতিতে নির্ণয় করো। 

খ) দেখাও যে, সামান্তরিক ক্ষেত্রটির ক্ষেত্রফল = ত্রিভুজক্ষেত্র ABD এর দ্বিগুণ।

৪) একটি ঘরের মেঝে ২৬ মিটার লম্বা ও ২০ মিটার চওড়া। ৪ মি. লম্বা ও ২.৫ মি. চওড়া কয়টি মাদুর দিয়ে মেঝেটি সম্পূর্ণ ঢাকা যাবে? প্রতিটি মাদুরের দাম ৪৫ টাকা হলে, মোট খরচ কত হবে?

 

দ্বিমাত্রিক বস্তু পরিমাপের দলগত কাজের ক্ষেত্রে সতীর্থ মূল্যায়নের জন্য রুব্রিক্স Girls

এ রুব্রিক্সটি প্রত্যেক শিক্ষার্থী তার দলের অন্য সদস্যদের সতীর্থ মূল্যায়নের জন্য ব্যবহার করবে। শিক্ষক এই মূল্যায়ন প্রক্রিয়া পরিচালনার জন্য শিক্ষার্থীদের নির্দেশনা প্রদান করবেন।

দলগত কাজের সময় তোমার দলের সদস্যদের কাজ পর্যবেক্ষণ করে সতীর্থ মূল্যায়ন প্রক্রিয়াটি পরিচালনা করো। তোমার সহপাঠী কাজটি সম্পূর্ণভাবে পারলে তিনটি তারকা, আংশিকভাবে পারলে দুইটি তারকা এবং পরিমাপ করেছে কিন্তু ফলাফল সঠিক নয় হলে একটি তারকা দাও। এক্ষেত্রে প্রয়োজনে শিক্ষকের সাহায্য নিতে পারবে।

সম্পূর্ণভাবে পেরেছে।

⭐⭐⭐

আংশিকভাবে পেইরেছে

⭐⭐

পরিমাপ করেছে কিন্তু ফলাফল সঠিক নয়

কাজে অংশ নেয়নি

🚫

মূল্যায়নকারী শিক্ষার্থীর নাম :দলের অন্য সদস্যদের নাম
মূল্যায়ন ক্ষেত্র
শ্রেণিকক্ষের দেয়ালের ক্ষেত্রফল নির্ণয় করতে পেরেছে      
শ্রেণিকক্ষের দেয়ালের যে অংশ রঙ করতে হবে তার ক্ষেত্রফল নির্ণয় করতে পেরেছে      
শ্রেণিকক্ষের মেঝের ক্ষেত্রফল নির্ণয় করতে পেরেছে      
মেঝেতে কতটি টাইলস লাগবে তা নির্ণয় করতে পেরেছে      
দলগত কাজের সময় দলের অন্যান্য সদস্যের সাথে আলোচনা করেছে।      
পরিমাপের সময় সঠিক ফলাফল নির্ণয়ের জন্য দুই/তিনবার পরিমাপ করেছে।      

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