3sin(a)=5sin(b)
then, tan(a+b/2) / tan(a-b/2)
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Step-by-step explanation:
3sinA = 5sinB.
or, sinA/sinB = 5/3.
Applying componedo & devidendo.
or, (sinA + sinB)/(sinA - sinB) = (5+3)/(5–3).
or, {2.sin(A+B)/2.cos(A-B)/2}/{2.cos(A+B)/2.sin(A-B)/2} = 8/2.
or, tan(A+B)/2. cot(A-B)/2 = 4.
or, tan(A/2+B/2)/tan(A/2-B/2) = 4. Answer
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