Edit Description

Fill up the form and submit

Question

The average of 2 numbers is X. If one of the numbers is A, the other number is

X-A

(A+X)/2

2X-A

X/2-A

ANSWER : 3

Short Descrption

Descrption

<p class = "text - justify" style = "box - sizing: border - box; margin - top: 0px; margin - bottom: 1rem; font - size: 1.1em; line - height: 1.7em; font - family: bangla, sans - serif; color: #212529; background - color: #ffffff; text - align: justify !important;">The average of 2 numbers is X
<p class = "text - justify" style = "box - sizing: border - box; margin - top: 0px; margin - bottom: 1rem; font - size: 1.1em; line - height: 1.7em; font - family: bangla, sans - serif; color: #212529; background - color: #ffffff; text - align: justify !important;">∴ sum of 2 numbers is 2X.
<p class = "text - justify" style = "box - sizing: border - box; margin - top: 0px; margin - bottom: 1rem; font - size: 1.1em; line - height: 1.7em; font - family: bangla, sans - serif; color: #212529; background - color: #ffffff; text - align: justify !important;"> If one of the numbers is A,
<p class = "text - justify" style = "box - sizing: border - box; margin - top: 0px; margin - bottom: 1rem; font - size: 1.1em; line - height: 1.7em; font - family: bangla, sans - serif; color: #212529; background - color: #ffffff; text - align: justify !important;"> the other number is = 2X - A
<p class = "text - justify" style = "box - sizing: border - box; margin - top: 0px; margin - bottom: 1rem; font - size: 1.1em; line - height: 1.7em; font - family: bangla, sans - serif; color: #212529; background - color: #ffffff; text - align: justify !important;">ans:&nbsp;2X - A
&nbsp;

Please, login first. click here to login

Cancel Login

Email:

Password:

Remember Me

Forgot password?

Don't have an account? Register

Edit Description

Question

Satt policy

Main Features

Follow us

Promotion

Description

Edit Description

Question

Satt policy

Main Features

Follow us

All Notifications

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Promotion