SinB/sinA +2cos(A+B)= sin(2A+B)/sinA
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Answer:
(sinB/sinA) + 2(cosAcosB - sinAsinB)
=> [ sinB + 2cosAcosBsinA - 2sin²AsinB ] / sinA
=> [ sinB(1-2sin²A) + cosBsin2A ] /sinA
=> [ sinBcos2A + cosBsin2A ]/sinA
=> sin(2A+B)/sinA
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