(1 point) Using the method of substitution, I=\(∫x2(1+2x3)2dx=∫f(u)du where u=du=f(u)= Using the above information: ∫x2
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(1 point) Using the method of substitution, I=\(∫x2(1+2x3)2dx=∫f(u)du where u=du=f(u)= Using the above information: ∫x2
(1 point) Using the method of substitution, I=\(∫x2(1+2x3)2dx=∫f(u)du where u=du=f(u)= Using the above information: ∫x2(1+2x3)2dx =∫f(u)du = (in terms of u ) Note: Don't forget the constant of integration in the last two blanks.
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