If sin A =3/4
then calculate cos A and tan A.
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Answer:
sin A =3/4 = perpendicular/hypotenuse
•p=3
h=4
cos A=base/hypotenuse
tanA=p/b
by PYTHAGOREAN THEOREM we can find third side
i.e. base
=>√h²–p²
=>√16-9
=>√7
therefore,cosA= √7/4
and tanA=3/√7
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