find the value of cos (31pi/3) ?

we know that cos2kπ+x= cosx Now cos31π3=cos10π+π3=cos2×5π+π3=cosπ3=cos60 = 12

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cos(31pi/3) = cos(10pi + pi/3)  = -cos(pi/3) = 1/2
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Cos (31pi / 3) = cos (10pi + pi/3)

= cos (pi/3)

= cos (60 degree)

= 1/2.
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sorry -1/2
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