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The integral ∫eˣ dx equals
eˣ + C
xeˣ⁻¹ + C
eˣ/x + C
ln(x) + C
Evaluate ∫ex(1+xlnxx)dx\int e^x (\frac{1+x\ln x}{x}) dx∫ex(x1+xlnx)dx (Assume x>0x > 0x>0 and base eee for ln\lnln).
The integral ∫sin(x) dx equals
The integral ∫(1/x) dx equals
The integral ∫x² dx equals