(iii) In the figure,
m(are NS) = 130",
m(arc EF) = 60°
then find
(a) angle NMS
(b) angle ENF.
(c) angle NFS
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Answer:
m(arc NS)=130°
m(arc EF)=60°
/_NMS has it vertex in the exterior of the circle and intercepts EF and arc NS.
/_NMS =1/2 [m(arc NS)-m(arc EF)]
/_NMS =1/2×[130-60]
/_NMS =1/2×70
/_NMS=35°
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