Question

13. Draw two distinct rectangles having the same perimeter. Compare their mea. Are they
same? Can you draw two different squares having same perimeter?
​

Answer 1

Answer:

=

2

−2

×3

−1

2

2

×3

2

= { {2}^{(2 - ( - 2)) } \times {3}^{2 - ( - 1)} }=2

(2−(−2))

×3

2−(−1)

= {2}^{4} \times {3}^{3}=2

4

×3

3

Answer 2

Answer:

Annyeong JiMin.

I am Abhinav Mishra from India.

I am 16 years old and I am a boy.

Mannaseo bangab seubnida.

Will u be my friend ?

Gamsahabnida.

Step-by-step explanation:

Let us consider two rectangles.

Let the length and breadth of first rectangle be x and y respectively.

Let the length and breadth of second rectangle be y and x respectively.

Consider the image for diagram of two rectangles. In the image, L stands for Length and B stands for Breadth.

Both rectangles have same perimeter i.e., 2(x+y).

There area is also same, i.e., xy .

They are same rectangles but with different dimensions and shape.

No, we can't draw two different squares with same perimeter. If we draw different squares, their perimeter will also be different.

Please accept my friendship.

Gamsahabnida.

Purple u.