Question

Gibbon p q r l m n m q = 113 and Mr equals 26 what is the measure angle in

Answer 1

To find the measure of angle Q, we need to first determine the values of angles P and R.

We are given that angle P + angle Q + angle R = 180 degrees (since they form a straight line)

Substitute the given values:
P + 113 + R = 180

Now we are given that angle P = angle M (which is equal to 26 degrees). Therefore, angle P = 26 degrees.

Substitute P = 26 into the equation:
26 + 113 + R = 180
139 + R = 180
R = 180 - 139
R = 41 degrees

Now we have the values of angle P and angle R. To find angle Q, we use the equation:
P + Q + R = 180
26 + Q + 41 = 180
Q = 180 - 26 - 41
Q = 113 degrees

Therefore, the measure of angle Q is 113 degrees.