3sinx=5siny ,then tan(x+y/2) / tan (x-y/2) =
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Answer:
3sinx=5siny
sinx/siny=5/3
now use the property of componendo-dividendo
(sinx+siny)/(sinx-siny) = (5+3) /(5-3)
[2sin{(x+y) /2}{cos(x-y) /2}]/[2cos{(x+y) /2}{sin(x-y) /2}] = 4
HENCE,
[tan{(x+y)/2}]/[tan{(x-y) /2}] = 4
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