if 2y cos theta = x sin theta and 2x sec theta y cosec theta = 3, then the relation between x and y is
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2y cosθ=xsinθ eq 1
2xsecθ-ycosecθ=3 eq 2
x=2ycosθ/sinθ
substitute it
2[2ycosθ/sinθ]secθ-ycosecθ=3
4ycosecθ-ycosecθ=3
3ycosecθ=3
ycosecθ=1
y=1/cosecθ
y=sinθ
now substitute the value of sinθ from eq1.
you will get the answer.
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