To find the measure of ∠MQX, we need to use the property that in a triangle, the sum of the interior angles is always equal to 180°.
We see that angle ∠MQC is a right angle and is given as 90°. Angle ∠CQX is 41°. Therefore, to find angle ∠MQX, we subtract the sum of angles ∠MQC and ∠CQX from 180°:
∠MQX = 180° - 90° - 41°
∠MQX = 49°
Therefore, the measure of ∠MQX is 49°, which corresponds to option D.
Find the measure for ∠MQX. Responses A 31 B 37° C 42° D 49°
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