A garden has width sqrt 13 and length 7 sqrt 13. What is the perimeter?

Solution:

Given that, the garden has width = √13 and length = 7√13 units.

Perimeter of the rectangle = 2(l + b)

= 2(7√13 + √13)

= 2(8√13)

= 16√13

Let us learn the different perimeter formula for different quadrilateral

1. Perimeter of the square of side ‘a’ is 4a
2. Perimeter of the rectangle of length l and breadth b is 2(l + b)
3. Perimeter of the rhombus is 4a
4. Perimeter of the parallelogram of adjacent sides a and b is 2(a + b)

A garden has width sqrt 13 and length 7 sqrt 13. What is the perimeter?

Summary:

The perimeter of the garden having width sqrt 13 and length 7 sqrt 13 is 16√13.