if 3 tan A=4
find
sinA and cosA
t
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Answers
Answered by
3
Explanation:
Let ABC is a right angle triangle
3tanA=4 ⇒tanA=
3
4
=
AB
BC
By using Pythagoras theorem
AC
2
=AB
2
+BC
2
=(3)
2
+(4)
2
=9+16=25
∴AC=
25
=5
sinA=
Hypotenuse
Opposite side of∠A
=
AC
BC
=
5
4
∴cosA=
Hypotenuse
Adjacent side of∠A
=
AC
AB
=
5
3
∴sinA=
5
4
and cosA=
5
4
Answered by
1
Answer:
SinA=4/5,CosA=3/5.TanA=4/3.Applying,PBP/HHB.
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