if cos A = 12/13 then find sin A and tan A
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Answer:
sinA =5/13
TanA=5/12
Step-by-step explanation:
cosA=12/13(given)
so,
cosA = B/H
12/13
(H)2=(p)2+(B)2
(13)2= (p)2+(12)2
(p)2=(13)2-(12)2
(p)2=169-144
(p)2=25
p=√25
p=5
sinA=p/h
=5/13
tanA=p/b
=5/12
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