If pqr measures 75°, what is the measure of sqr? a.22° b.45° c.53° d.97°

∠SQR = 53°

∠SQR = ∠PQR - ∠PQS = 75° - 22° = 53° → C

The measure of the angles SQR if PQR measures 75° is 53 degrees

The point where two lines meet or intersect is known as an angle

Given the following measures

<PQR = 75 degrees

<PQS = 22 degrees

From the given diagram, we can see that:

<PQR = <PQS + <SQR

Substitute the given values into the formula

75 = 22 + <SQR

<SQR = 75 - 22

<SQR = 53 degrees

Hence the measure of the angles SQR is 53 degrees

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