Question

Area of a kite
Solve for d2: A=1/2d1d2

Answer 1

The value of the equation for
`d_2` is
`d_2=(2A)/(d_1)`.

Explanation:

Consider the provided equation.

`A=(1)/(2)d_1d_2`

We need to solve the equation for
`d_2`.

Multiply both the sides by 2.

`2A=2* (1)/(2)d_1d_2`

`2A=d_1d_2`

Divide both sides by
`d_1`.

`(2A)/(d_1)=(d_1d_2)/(d_1)`

`d_2=(2A)/(d_1)`

Hence, the value of the equation for
`d_2`is
`d_2=(2A)/(d_1)`.

Answer 2

A=1/2(d1d2)A=(d1d2)/22A=d1d2d2=2A/d1