Question

Measure of opposite angles of a parallelogram are (60 - x) and (3x - 4). Find the values of x. *

1 point

16

32

28

17

​

Answer 1

Since in parallelogram opposite angles ate equal
So 60 - x = 3x - 4
60 + 4 = 3x + x
64 = 4x
x = 16

Answer 2

$\huge\sf\underline{\underline{\red{AnsWeR}}}$

we know that opposite angles are equal to each other so,

➝ $\sf\green{60 - x = 3x - 4}$

➝ $\sf\green{-4x = -64}$

➝ $\sf\green{ x = 64/ 4}$

➝ $\sf\green{ x = 16}$

so, the value of 'X' in this opposite angle is

➝ $\sf\green{ 16}$