IF 3tanA=4,then find sinA and cosA
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Answered by
7
Answer:
- Tan=4/3
- Tan=P/B
- H²=P²+B²
- H²=4²+3²
- H²=16+09
- H= √25
- H=5
- SO, SinA=P/H
- SinA=4/5
- CosA=B/H
- CosA=3/5
Answered by
9
Note: don't comment on my drawing
3tanA=4
tanA=4/3
tan A= BC/AB
by Pythagoras theorem
AC^2=BC^2+AB^2
AC^2=(4)^2+(3)^2
AC^2=16+9
AC^2=25
AC=√25
AC=5
Now,
AC=5,BC=4,AB=3
so as we know that,
sin=P/H=4/5
cosA=B/H=3/5
hope it will help you and mark me as brainliest.
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