Q14 of 45 Page 1

Find the value of at if and

y and x are given in terms of θ hence we have to first find and


and then divide both to get



Let us first find


y = aeθ(sinθ + cosθ)


Differentiating with respect to θ using uv rule which says that if u and v are some functions then (uv)’ = u’v + uv’





Now let us find


x = aeθ(sinθ – cosθ)


Differentiating with respect to θ using uv rule





Substituting (a) and (b) in (i)




We have to find at hence put in




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