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Let P(x) be a polynomial of least degree whose graph has three points of inflection as (–1, – 1), (1, 1) and a point with abscissa 0 at which the curve is inclined to the axis of abscissa at an angle of 60∘. Then ∫10P(x)dx equals to |
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Answer» Let P(x) be a polynomial of least degree whose graph has three points of inflection as (–1, – 1), (1, 1) and a point with abscissa 0 at which the curve is inclined to the axis of abscissa at an angle of 60∘. Then ∫10P(x)dx equals to |
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