Question 1 Report
In the figure, MNQP is a cyclic quadrilateral. MN and Pq are produced to meet at X and NQ and MP are produced to meet at Y. If MNQ = \(86^\circ\) and NQP = \(122^\circ\) find (\(x^\circ\), \(y^\circ\))
180 - 144 = 36
x = 180 - (94 + 58)
180 -152 = 28
(x, y) = (28, 36)
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