∆ABC is sin C=3/5 then find cosA
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Given:sinA=hypotenuseoppositeside=53
⇒adjacentside=(hypotenuse)2−(oppositeside)2
=52−32=25−9=16=4
⇒cosA=hypotenuseadjacentside=54
∴sinA=53,cosA=54
Given:sinB=hypotenuseoppositeside=135
⇒adjacentside=(hypotenuse)2−(oppositesi
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given
sinC=3/5
then sinc=opposite side to A/hypotenuse
CosA=3/5
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