In a polygon with all angles equal,one inner angle twices an outer angle.
i)How much is each of its angles?
ii)How many sides does it have?
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Step-by-step explanation:
Sum of the outer angles of the polygon =360∘ Suppose the inner angle be x. ∴ Outer angle =2x i.e., x+2x=180 (linear pair) beginarray/l 3 x=180 x=180/3=60^(circ) endarray i) Each inner angle =60∘ Outer angle =2×60=120∘ each i) Number of sides =360120=3 It has 3 sides
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