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In the diagram, PTS is a tangent to the circle TQR at T. Calculate In the diagram, PTS is a tangent to the circle TQR at T. Calculate A. 120o B. 70o C. 60o D. 40o Correct Answer: Option B Explanation RTS = RQT (angle between a tangent and a chord at the point of contact is equal to the angle in the alternate segment) But R = Q + T = 180 RQT = 180o – (50 + 60) = 180o – 110o = 70o Since RQT = RTS = 70o `, props: [‘comment’], data() { return {} }, methods: {} }) {{ reply.posted_by.display_name }}:   {{ reply.created_at }} `, props: [‘comment’, ‘reply’, ‘rate_selection’, ‘token’], data() { return {} }, methods: {} })

In the diagram, PTS is a tangent to the circle TQR at T. Calculate A. 120o B. 70o…
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In the diagram, PQRS is a parallelogram. Find the value of In the diagram, PQRS is a parallelogram. Find the value of A. 30o B. 50o C. 80o D. 100o Correct Answer: Option D Explanation SQR + RQV + VQU = 18o angle on a straight line SP is parallel to QR and PV is parallel to TR o But SQR + 30o + 50o = 180o SQR = 180 – 80 = 100o `, props: [‘comment’], data() { return {} }, methods: {} }) {{ reply.posted_by.display_name }}:   {{ reply.created_at }} `, props: [‘comment’, ‘reply’, ‘rate_selection’, ‘token’], data() { return {} }, methods: {} })

In the diagram, PQRS is a parallelogram. Find the value of A. 30o B. 50o C. 80o D.…
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