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TQ congruent to QR. Find m
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The triangles are congruent by the HL Theorem. So corresponding angles are congruent. Your First Task: Because the two angle with vertex S are congruent, solve this equation for x: 2x + 13 = 21 What is x? @knowel
4
thats it right?
What is 2*4 + 13 = ?
21
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The sum of the interior angle measures of triangle SQT is 180. So, solve this equation for y: y = 180 - 21 - 90 y =? ---> That is the value of m<SQT. So, what is y?
180 - 21 - 90 = ? @knowel
69
That is what I got.
thanks
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