Question

. In the Fig. if AB II CD,

Answer 1

Answer:

$Now, AB || CD \\ and \: PQ \: is \: the \: transversal \\ Hence, angle APQ = x \: \: \\ (Alternate \: angles) \\ 50°= x \\ x = 50° \\ Similarly,AB || CD \: and \: \\ PR \: is \: the \: transversal \\ Hence, angle \: APR = ange \: PRD \\ (Alternate \: angles) \\ angle \: APR= angle \: PRD \: \\ 50°+y = 127° \\ y =127°-50° \\ y =77° \\ Hence,x = 50° and \: y = 77°$

Step-by-step explanation:

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