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(Solved): Estimate: 03x3g(x)dx where g(x) has the values given in the following table: To solve ...



Estimate:
\[
\int_{0}^{3} x^{3} g^{\prime}(x) d x \approx
\]
where \( g(x) \) has the values given in the following table:
To

Estimate: where has the values given in the following table: To solve this exercise: 1. Use integration by parts to simplify the integral. 2. Estimate the remaining integral using a left Riemann sum.


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Here given integral ?03x3g?(x)dxFirst we use integral by parts?03x3g?(x)dx=[x3?g?(x)dx]03??03(ddx(x3)?g?(x)dx)dx=[x3g(x)]03??03(g(x)3x2dx=[33g(3)]??03
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