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Popular Questions
- Let f(x) be a polynomial function of the second degree
- If x = sin t cos 2t and y = cos t sin 2t, then
- The differential coefficient of tan
- If Y = sec
- If f(x) = logx(log x), then f(x) at x = e is
- If y = √x + √x + √x +....to
- which of the following statements is true for graph f(x) = log x
- if f(x) =| x- 2 | then
- If y = (1 + x) (1 + x2) (1 + x4), then dy/dx at x = 1 is
- If the function f (x) defined by
- If y = f(x^2 + 2) and f (3) = 5, then dy/dx at x = 1 is
- Find the deviate of root 2x + 2root x - 1/root x.
- The derivative of y = (1 - x) (2 - x) ...(n - x) at x = 1 is
- d / dx {tan-1^ root 1 + sin^x/2 / 1 - sin^x/2} is equal to
- If - pie / < x < 3pie /2, then the value of
- If y = (3^x - 1/ 3^x + 1) sin x + log
- If f(x) = logx {ln(x)}, then f (e) is equal to
- If e^x + e^y = e^x + y, then dy/dx at (2, 2) is
- If f(x) = loge (loge x), then f (e) is equal to
- If F (x) = f^x3 x2 log dt [x>0], then F (x) is equal to
- d/dx [sin-1 x/a] = ...a <0 and |x/a| <1
- If pie < x < 2 pie, then d/dx [tan-1 (1 - cos x/1 + cos x)^1/2] is
- If y = sin x . sin 2x . sin 3x... sin nx, then y is
- If y = tan^-1 x + cot^-1 x + sec^-1 x + cosec^-1 x, then dy/dx is equal to
- If f(x) = |x - 2|+ |x + 1|- x, then f (-10) is equal to
- If x^y = e^2(x – y), then dy/dx is equal to
- If y = (1 + x) (1 + x^2) (1 + x^4)...(1 + x^2n), then the value of (dy/dx)x = 0 is
- If y be an implicit function of x defined by x^2^x - 2xx cot y - 1 = 0. Then, y(1) is equal to
- If y = x - x^2, then the derivatives of y^2 with respect to x^2 is
- If y = root xlog x, then dy/dx at x = e is
- Find dy/dx , if x = 2 cos theta - cos 2 theta and y = 2 sin theta - sin 2theta.
- If xy = tan-^1 (xy) + cot^-1(xy), then dy/dx is equal to
- The derivative of cos^3 x with respect to sin^3 x is
- If f(x) = logx2 (loge x), then f (x) at x = e is equal to

Popular Questions
- Let f(x) be a polynomial function of the second degree
- If x = sin t cos 2t and y = cos t sin 2t, then
- The differential coefficient of tan
- If Y = sec
- If f(x) = logx(log x), then f(x) at x = e is
- If y = √x + √x + √x +....to
- which of the following statements is true for graph f(x) = log x
- if f(x) =| x- 2 | then
- If y = (1 + x) (1 + x2) (1 + x4), then dy/dx at x = 1 is
- If the function f (x) defined by
- If y = f(x^2 + 2) and f (3) = 5, then dy/dx at x = 1 is
- Find the deviate of root 2x + 2root x - 1/root x.
- The derivative of y = (1 - x) (2 - x) ...(n - x) at x = 1 is
- d / dx {tan-1^ root 1 + sin^x/2 / 1 - sin^x/2} is equal to
- If - pie / < x < 3pie /2, then the value of
- If y = (3^x - 1/ 3^x + 1) sin x + log
- If f(x) = logx {ln(x)}, then f (e) is equal to
- If e^x + e^y = e^x + y, then dy/dx at (2, 2) is
- If f(x) = loge (loge x), then f (e) is equal to
- If F (x) = f^x3 x2 log dt [x>0], then F (x) is equal to
- d/dx [sin-1 x/a] = ...a <0 and |x/a| <1
- If pie < x < 2 pie, then d/dx [tan-1 (1 - cos x/1 + cos x)^1/2] is
- If y = sin x . sin 2x . sin 3x... sin nx, then y is
- If y = tan^-1 x + cot^-1 x + sec^-1 x + cosec^-1 x, then dy/dx is equal to
- If f(x) = |x - 2|+ |x + 1|- x, then f (-10) is equal to
- If x^y = e^2(x – y), then dy/dx is equal to
- If y = (1 + x) (1 + x^2) (1 + x^4)...(1 + x^2n), then the value of (dy/dx)x = 0 is
- If y be an implicit function of x defined by x^2^x - 2xx cot y - 1 = 0. Then, y(1) is equal to
- If y = x - x^2, then the derivatives of y^2 with respect to x^2 is
- If y = root xlog x, then dy/dx at x = e is
- Find dy/dx , if x = 2 cos theta - cos 2 theta and y = 2 sin theta - sin 2theta.
- If xy = tan-^1 (xy) + cot^-1(xy), then dy/dx is equal to
- The derivative of cos^3 x with respect to sin^3 x is
- If f(x) = logx2 (loge x), then f (x) at x = e is equal to