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fFor the integral 8 4ex dx, determine the value of n required to approximate this integral to within 0.00001 of its 0 actual value using
\fFor the integral 8 4ex dx, determine the value of n required to approximate this integral to within 0.00001 of its 0 actual value using the Trapezoid Rule. Note: Do not actually use the Trapezoid Rule itself to get the approximation; just determine the required value of n. ROUND YOUR ANSWER TO THE APPROPRIATE WHOLE NUMBER! The required value is n=The graph of f(x) is shown to the right. Evaluate the following ntegral using the Midpoint Rule M(n), the Trapezoidal Rule Ay 16- D (n), and Simpson's Rule S(n) using n = 4 14- 8 12- 10- f(x) dx 8- 6For the integral dx, determine the value of n required to approximate this integral to within 0.00001 of its actual 0 value using Simpson's Rule. Note: Do not actually use Simpson's Rule itself to get the approximation, just determine the required value of n ROUND YOUR ANSWER TO THE APPROPRIATE WHOLE NUMBER
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