Question

The length and breadth of a rectangle are 12m and 5m respectively. Find the approximate sum of numerical value of perimeter of the rectangle and the area of the largest circle which circumscribes that rectangle​

Answer 1

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13m

Step-by-step explanation:

Length =12m

Breadth = 5m =

As it is a rectangle, the angles are 90 degree

According to pythagoras theorem

Diagonal squared = base squared + perpendicular squared

Diagonal square = 12^2+5^2

Diagonal ^2 = 144+25

Duagonal^2 =169

Diagonal = 169 square root

Diagonal =13m

Answer 2

Answer:

13m

Step-by-step explanation:

Length =12m

Breadth = 5m =

As it is a rectangle, the angles are 90 degree

According to pythagoras theorem

Diagonal squared = base squared + perpendicular squared

Diagonal square = 12^2+5^2

Diagonal ^2 = 144+25

Duagonal^2 =169

Diagonal = 169 square root

Diagonal =13m