If sinC = 12/13, what will be the value of cosC
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Step-by-step explanation:
sinc= opp/hyp
=12/13
cosc=adj/hyp=x
in a triangle abc
(hyp)^2=(opp)^2+( adj)^2
(13k)^2=(12k)^2+( x)^2
169k^2-144k^2=x^2
25k^2=x^2
5k=x
cosc=5k/13k
cosc=5/13
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