$$\(A, B, C\)$$ and $$\(D\)$$ are points on the circle, centre $$\(O\)$$. $$\(E F\)$$ is a tangent to the circle at $$\(D\)$$. Angle $$\(A D E=42^{\circ}\)$$ and angle $$\(C O D=162^{\circ}\)$$. Find the following angles, giving reasons for each of your answers. Angle $$\(y\)$$ $$\(y=\)$$ ........................ because ................................................................................................ .................................................................................................................................................
Exam No:0580_w20_qp_43 Year:2020 Question No:5(a)(ii)
Answer:
\(81^{\circ}\)
Alternate segment [theorem] oe
Alternate segment [theorem] oe
Knowledge points:
E4.7.12 alternate segment theorem.
Solution:
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