if sin b =4/5 and b lies in 1st quadrant find the value of sin (a+b)
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Answer:
sinA=45
cosA=1−1625−−−−−√=35
cosB=−1213
sinB=−513(ln3sinθ/9ud)
cos(A+B)2
cosAcosB−sinAsinB
35×−1213−45×−513
−36+205×13=−1665
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