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HIMALAYA PUBLICATION-DIFFERENTIATION-QUESTION BANK
- If y = x tan y, then dy/dx =
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- If y^(2) -2x^(2) = y, then dy/dx at (1,-1) is
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- If y = x. sin y, then dy/dx =
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- If 3 sin(xy) + 4 cos(xy) = 5, then dy/dx =
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- If sin(x+y) = log (x+y) then dy/dx =
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- If f(x)=log(x^(2))(log(e)x), then f'(x) at x=e is
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- If cos^(-1)((x^(2)-y^(2))/(x^(2)+y^(2))) = log a, then dy/dx =
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- If xsqrt(1 + y) + ysqrt(1 + x) = 0 x != y prove that (dy)/(dx) = (-1)/...
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- If y = log(x) (log x) then (dy/dx)(x = e) =
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- If sqrt(x) + sqrt(y) = sqrt(xy), dy/dx =
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- If root(x)(1+y)+root(y)(1+y) = 0 then (dy/dx)(x =1) =
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- If y = log(5) (log(5)x) then dy/dx =
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- If x^(y).y^(x) = c, then dy/dx at (e,e) is
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- If x = sin t. cos 2t, y = cost sin 2t then dy/dx at t = pi/4 is
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- If x = theta cos theta + sin theta, y = cos theta- theta sin theta, th...
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- If x = a sin^(2) t, y = a cos^(2)t, then dy/dx
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- x = cos^(3)t, y = sin^(3)t, then dy/dx at t = pi/4is
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- If x = 2/t^(2), y = t^(3)-1, (d^(2)y)/(dx^(2) ) =
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- Find (dy)/( dx), if x=a [ cos t + log ( tan ""t//2)]& y= a sin t
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- If x =a(theta - sin theta), y = a (1- cos theta) then dy/dx at pi/2 is
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