1. Each interior angle of a regular octagon in radians is
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By: anil on 05 May 2019 02.23 am
Each angle of a regular Octagon = $$frac{1}{8}(2n-4)$$right angle where n=no. of sides = $$frac{1}{8}(2 imes8-4) imes90^circ$$
= $$frac{12 imes90^circ}{8}$$=$$135^circ$$
$$180^circ$$=$$prod$$
$$135^circ$$=$$frac{prod}{180} imes135^circ$$=$$frac{3prod}{4}$$
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= $$frac{12 imes90^circ}{8}$$=$$135^circ$$
$$180^circ$$=$$prod$$
$$135^circ$$=$$frac{prod}{180} imes135^circ$$=$$frac{3prod}{4}$$