In this question I cannot figure out what will be the value of x. Kindly, let me know.
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IF RT = UT,
then by theorem, if two opposite sides are equal then, their corresponding opposite angles will also be equal.
Then in triangle RTU,
Angle T + Angle R + Angle U = 180 °
Let angle R and U be a.
2a + 114 = 180
2a = 180 - 114
2a = 66
a = 33 °
By exterior angle property,
The sum of two interior angles is equal to the exterior angle in a triangle.
Angle S + Angle U = Angle x
31 + 33 = x
x = 64 °
So, OPTION C is correct.
then by theorem, if two opposite sides are equal then, their corresponding opposite angles will also be equal.
Then in triangle RTU,
Angle T + Angle R + Angle U = 180 °
Let angle R and U be a.
2a + 114 = 180
2a = 180 - 114
2a = 66
a = 33 °
By exterior angle property,
The sum of two interior angles is equal to the exterior angle in a triangle.
Angle S + Angle U = Angle x
31 + 33 = x
x = 64 °
So, OPTION C is correct.
Mariam29:
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