Question

In the parallelogram below, if < A = 36 degrees, and < C = 2x + 6 degrees, find x.

Answer 1

Given:

Find-:

The value of "x"

Explanation-:

According to parallelogram property is opposite angle are equal then,

`\angle A=\angle C`

Then value of "x" is:

`\begin{gathered} \angle A=\angle C \\ \\ 36=2x+6 \end{gathered}`
`\begin{gathered} 2x+6=36 \\ \\ 2x=36-6 \\ \\ 2x=30 \\ \\ x=(30)/(2) \\ \\ x=15 \end{gathered}`

The value of "x" is 15.