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If the arcs of the same lengths in two circles subtend angles 65Β° and 110Β° at the centre, find the ratio of their radii.

A1 : 2

B13 : 22

C22 : 13

D2 : 1

Answer:

C. 22 : 13

Read Explanation:

Radius = r₁ πšΉβ‚ = 65Β° = ∏/180 x 65 = 13∏/36 Radius -= rβ‚‚ πšΉβ‚‚ = 110 Β° = ∏/180 x 110 = 22∏/36 l = rβ‚πšΉ ₁= rβ‚‚πšΉβ‚‚ r₁/rβ‚‚ = πšΉβ‚‚ /πšΉβ‚ = 22∏/36 x 36/13∏ = 22/13 r₁ : rβ‚‚ = 22 : 13


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