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Evaluate each double integral. If the function seems too difficult to integrate, try interchanging the limits of
84.
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Finite Mathematics and Calculus with Applications
- Evaluate. (4x + 5x²) dx -2x dx 8. 9. dx 10. -5 for x 2arrow_forward11x+8 1. J x²+x-6 dxarrow_forwardStep 1 When evaluating Integrals of the form tutx))"u'x) de- du, (n -1), we use an extension of the Powers of x Formula. This formula is called the Power Rule for Integration. + C, (n -1) n+1 Therefore, any Integrand that we can rewrite as the product of a power of a function of x times the derivative of that function can be integrated using this formula. Notice that the Integrand, (8x + 16)*(24x), includes a power of u(x) - Bx+ 16. Let u- + 16, then du = 8 + 16 dx. Thus, we can use the Power Rule for Integration with the power n -4 Submit Skin (you cannot.come.back)arrow_forward