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This problem has been solved! You'll get a detailed solution from a subject matter expert that helps you learn core concepts. Question: 3. Evaluate the following integrals using the fundamental theorem of calculus part II, also known as the evaluation theorem. (a) ∫0π/4sec2 (θ)dθ (c) ∫01x+xdx (b) ∫04x3−6x2+8xdx (d) ∫011e2xdx.

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Equation of a rose curve is given by where a and n are NOT equal to 0 1. When n is odd, the entire curve is generated as theta increases from 0 to pi. The curve has n petals. 2. When n is ev …. Write the equation of the rose curve having n petals with petal - length r inches: They let you known the 2 theorems about the total area of all ...

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