In AQRS, m_ Q = 80º, m2 R = 65°, and m2 S = 35º. Which side of AQRS is the longest?
1 answer
Question:
In AQRS, m_ Q = 80º, m2 R = 65°, and m2 S = 35º. Which side of AQRS is the
longest?
longest?
Answers
We cannot draw any quadrilateral with these angles. So, we cannot find the longest side.Step-by-step explanation:Given,The angles of AQRS arem∠Q = 80°m∠R = 65°m∠S = 35°We know that the sum four angles of a quadrilateral is 360°According to the problem,∠A+∠Q+∠R+∠S =360°or, ∠A = 360° - (80°+65°+35°) [ by putting the values of the angles]or, ∠A = 180°As per the calculation we cant draw any quadrilateral of having an angle of value 180°. So we cannot find the longest side.
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