Answer:
84° and 48°
Explanation:
1st of all, the inner angle of rhombus would total up into 360° and the opposite for each angle is equal to each other.
As ∆WXY = 84°, so
∆WZY = 84°
Any diagonal line in the rhombus would make the angle get divided equally i.e ∆XWZ
So find ∆XWZ first.
∆XWZ = (360° - 84° - 84°) ÷ 2
= 192° ÷ 2
= 96°
∆XWY = 96° ÷ 2
= 48°