Question

Find the perimeter of the quadrilateral in simplest form

Answer 1

C

Explanation:

Answer 2

`15\sqrt3 in` in

Explanation:

We are given that

Length of one side of quadrilateral=
`2√(27)in`

Length of second side of quadrilateral=
`√(12)in`

Length of third side of quadrilateral=
`3\sqrt3 in`

Length of fourth side of quadrilateral=
`2√(12) in`

We have to find the perimeter of the quadrilateral in simplest form.

We know that perimeter of quadrilateral=Sum of length of all sides

Therefore, Perimeter of quadrilateral=
`2√(27)+√(12)+3\sqrt3+2√(12)=2√(27)+3√(12)+3\sqrt3 in`

Perimeter of quadrilateral=
`6\sqrt3+6\sqrt3+3\sqrt3=15\sqrt3 in`