Question: Let Us Enhance Everything we do is practice for something greater than where we currently are. Time to enrich our integrating skills! Complete the table

 Let Us Enhance "Everything we do is practice for something greater
than where we currently are". Time to enrich our integrating skills! Complete

Let Us Enhance "Everything we do is practice for something greater than where we currently are". Time to enrich our integrating skills! Complete the table and show your solution in a seprate sheet of paper. On the column intended for the theorems to be used in solving, write only the theorem code (ex. I1, I2, Is, ...; I20) or I and the subcript indicating the number of when it appeared on the table of integrals. Problem Set 1: Find the antiderivative of the following functions. Integrand Theorem/s Antiderivative 1. JCx4 - 4x2 - 1) dx 2. [ 5x+2 dx 3. [(2ex + 47) dx 4. J xvx dx 5. yx-1 dx 6. [(2ex + 47) dx 7. [ -5 sin x dx 8. dy ec y tan 9. Integrate S cos (4x + 3) using substitution method 10. Evaluate using substitution method: x8+5 Problem Set 2: In a brief paragraph with 2-3 sentences, what can you say about this integral calculus meme? What came first, the derivative or the integral ? d dx =

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