In a rhombus STUV, S and U are joined ∠ SUV = 44°, ∠STU = 92°, what is the degree measure of 4 ∠SVU - 3∠TSU?
Show answer & explanation
Correct answer: D
Explanation
The correct answer is option 4 i.e. 236°.
All sides and opposite angles are equal in Rhombus
∠SUV = 44°, and ∠STU = 92°
∠STU = ∠SVU = 92° (Opposite angle of Rhombus should be equal)
∠VSU = ∠SUV = ∠TSU = 44°
So, the value of 4∠SVU - 3∠TSU
= 4 × 92° - 3 × 44°
= 368° - 132°
= 236°