CosA=3/4, SinA is equal to
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- let ABC be a triangle
- then by Pythagoras theorem
- (AC) ^²=AB^²+BC^²
- (4) ^²=3^²+BC^²
- 16=9+BC^²
- BC^²=16-9
- BC^²=7
- BC=√7
- SinA=BC/AC
- SinA=√7/4
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