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xxdx\int \frac{x}{x}dx\newline(sinx+sinhx)dx\int(\sin x+\sinh x)dx

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Q. xxdx\int \frac{x}{x}dx\newline(sinx+sinhx)dx\int(\sin x+\sinh x)dx
  1. Simplify xx\frac{x}{x} Integral: Simplify the integral of xx\frac{x}{x} dx.\newlineCalculation: (xx)dx=1dx=x+C\int(\frac{x}{x}) dx = \int1 dx = x + C.
  2. Simplify sinx+sinhx\sin x + \sinh x Integral: Simplify the integral of (sinx+sinhx)dx(\sin x + \sinh x) \, dx.\newlineCalculation: (sinx+sinhx)dx=cosx+coshx+C\int(\sin x + \sinh x) \, dx = -\cos x + \cosh x + C.

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