Recommended Questions
- ∫ (e^lnx /x) dx = ?
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- int e^x[lnx+1/x^2] dx
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- Let A = int(1)^(e^(2))(lnx)/(sqrt(x))dx, then
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- If I=int2/x(x^("lnx"))("lnx")^(3)dx=Ax^("lnx") ("lnx")^(2)-Bx^("lnx")...
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- Ify=x^((lnx)^ln(lnx)) , then (dy)/(dx) is equal to
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- y=e^(x)lnx
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- The value of int(1)^(e)(1+x^(2)lnx)/(x+x^(2)lnx)dx
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- Evaluate: int((e/x)^x+(x/e)^x)lnx \ dx.
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- int1^(e^2)(dx)/(x(1+lnx)^2) The value of
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