find the value of dy/dx if x=a(cos t +log tan t/2),y=a sin t
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dy/dt=acost
dx/dt=a(-sint+1/(tant/2)(1/2sec^t/2))
dy/dx=acost/a(-sint+1/(tant/2)(1/2sec^t/2))
dy/dx=cost/(-sint+1/2(cot(t/2)+tant/2)
dx/dt=a(-sint+1/(tant/2)(1/2sec^t/2))
dy/dx=acost/a(-sint+1/(tant/2)(1/2sec^t/2))
dy/dx=cost/(-sint+1/2(cot(t/2)+tant/2)
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