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Forums
Mathematics
Calculus
Total area enclosed between ln(x) and sin^2(2x)-cos(3x)+1
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[QUOTE="Saracen Rue, post: 5495656, member: 521193"] I understand the theory behind this type of question well enough; you solve ln(x)=sin^2(2x)-cos(3x)+1 to find the x values at the points of intersection, and then set up definite integrals over the domains of said x-values, subtracting whichever function is below the other for a specific domain. However, when doing this particular question I realized I needed to add 10 definite integrals together to obtain the total area, which seems rather excessive to me. So I was just wondering if there's a faster way of doing this question? Thank you for your help. (And in case you're wondering the answer should be 9.7435) [/QUOTE]
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Forums
Mathematics
Calculus
Total area enclosed between ln(x) and sin^2(2x)-cos(3x)+1
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