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1 4 π = - S₁₁ + x²dx 01+x² In this problem we will use the RIEMANN program to approximate the value of Use your calculat
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1 4 π = - S₁₁ + x²dx 01+x² In this problem we will use the RIEMANN program to approximate the value of Use your calculat
1 4 π = - S₁₁ + x²dx 01+x² In this problem we will use the RIEMANN program to approximate the value of Use your calculator with Y₁ = 4 / (1+x²) to fill in the following table. (Answers to 6 decimal places) N LN RN TN MN SN 4 8 16 32 Using the table, approximately, how many partitions are needed to approximate to within 0.0005: when using the Midpoint Rule? when using the Trapezoidal Rule? when using the Simpson's Rule? Note that your answers might not be the smallest number of partitions that will give you such precision. In problem 3, we learn how to find better estimates of the number of partitions by using the Error Bound Formulas.