In the figure, given that STUV is a parallelogram and XW is parallel to UV, find
- ∠SVU
- ∠USV
- ∠SUT
(a)
∠WST = ∠SVU = 32° (Corresponding angles)
(b)
∠USV
= 180° - 32° - 35°
= 113° (Angles sum of triangle)
(c)
∠SUT = ∠USV = 113° (Alternate angles)
Answer(s): (a) 32°; (b) 113°; (c) 113°