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Integral of a Shifted Radical
For $$a>0$$:
$$\int\frac{dx}{\sqrt{(x-h)^2+a^2}}=\ln|x-h+\sqrt{(x-h)^2+a^2}|+C$$
Usage
- Used for shifted quadratic radicals.
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Integral of a Shifted Radical
For $$a>0$$:
$$\int\frac{dx}{\sqrt{(x-h)^2+a^2}}=\ln|x-h+\sqrt{(x-h)^2+a^2}|+C$$
Usage
- Used for shifted quadratic radicals.
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