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Which statement is correct when integrating an expression that is not immediately a standard integral?

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Question

Which statement is correct when integrating an expression that is not immediately a standard integral?

Options

  • Use partial fractions for every radical term.

  • Replace every quadratic by \[x^2-a^2\].

  • Convert the integrand into a known standard form before integrating.

  • Omit algebraic simplification and directly write \[C\].

MCQ
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Solution

The central procedure is to reduce a complicated integrand to a known standard form. Suitable algebraic simplification, substitution, partial fractions, or completing the square may be used.

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