If 13 Cos A =5 then find Tan A.
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Answer:
given 13cosA=5
- cosA=5/13
- we know cos = adj / hyp
- adj=5,hyp=13
- by Pythagoras theorem :hyp square=side square+ side square
- 13^2=5^2+opposite side^2
- 169=25+opposite side^2
- 169-25=opposite side^3
- 144=opposite side square
- √144=opposite side
- 12=opposite side
tan A=opp/adj
tan A=12/13
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