Question

A rectangle has a perimeter 20m . the length of the side of the rectangle when the length of the diagonal is minimum is ?


BTW I KNOW THE ANSWER . BUT I WANT EXPLAINATION ​

Answer 1

Answer:

galat Chala prabhav yo I will be there at the same time as the day goes on I will be there

Answer 2

The value of side of the rectangle when the length of the diagonal is minimum is 5 meter.

Step-by-step explanation:

Given:

Perimeter 20 meter of a rectangle.

The length of the diagonal is minimum.

To Find:

The value of side of the rectangle when the length of the diagonal is minimum.

Solution:

As given-perimeter 20 meter of a rectangle.

In a rectangle the length of the diagonal is minimum when a rectangle will be a square.

Therefore,  the perimeter  of  a  square is 20 meter .

$Perimeter\ of\ a\ square = 4\times a\ side\ of \ a\ square$

$20 = 4\times a\ side\ of \ a\ square$

$A\ side\ of \ a\ square =\frac{20}{4}$

$A\ side\ of \ a\ square = 5 meter$

This  side of a square will be equal to side of a rectangle considering the length of the diagonal is minimum.

Thus,the value of side of the rectangle when the length of the diagonal is minimum is 5 meter.

PROJECT CODE#SPJ3