How many definite integrals would be required to represent the area of the region enclosed by the curves y = cos^{2}x sinx and y = 0.03x^{2}, assuming you could not use the absolute value function?
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Have you tried sketching the graphs to at least determine the regions you can integrate over?
Originally Posted by Prove It Have you tried sketching the graphs to at least determine the regions you can integrate over? Yes, when I tried sketching it I got 3. But I'm just not extremely confident with that. What do you think?
Three is correct. - Hollywood
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