Given a polynomial of arbitrary degree, $P(x)$, on $[a,b]$ is there a name for this type of integral:
$$\int_a^b \frac{P(x)}{\sqrt{1-P(x)^2}}dx$$
Given a polynomial of arbitrary degree, $P(x)$, on $[a,b]$ is there a name for this type of integral:
$$\int_a^b \frac{P(x)}{\sqrt{1-P(x)^2}}dx$$
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