find the value of x and the measure of angle MNQ
find the value of x and the measure of angle MNQ
Since the two angles within MNP equals to 90 degrees: 3X-13+58=90
Isolate X to one side: 3X= 45
Divide by three: X=15
Plug in 15 for X for MNQ (3X-13)= 32 degrees for angle of MNQ.
The angle is given as 3x - 13 and 58. The measure of angle MNQ (3x - 13) is 32 degrees.
Two angles whose sum is 90° are called complementary angles.
The angle is given as 3x - 13 and 58.
Since the two angles within MNP equal to 90 degrees:
3x - 13 + 58 = 90
3x = 90 - 45
3x = 45
x = 15
Therefore, The measure of angle MNQ (3x - 13) = 32 degrees.
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