Answer:
m<UQT = 58
x = 3
m<UTQ = 33
Step-by-step explanation
Using Alternate Interior Angle Theorem, we know that m<UQT = m<USR.
To find x, recognize that diagonals in parallelograms are congruent. This suggests 6 = 3x-3.
Using Alternate Interior Angle Theorem, we know that m<UTQ = m<URS.
Hope this helps! :)
