1a. Use Simpson's rule to find the approximate value of x I= f(x) dx where 100 f(x)=0, 0
Posted: Tue Jul 12, 2022 12:05 pm
1a. Use Simpson's rule to find the approximate value of x I= f(x) dx where 100 f(x)=0, 0<x<30 = -9.0699 * 10-6x³ +2.8950 * 10³ x² -2.5497 * 10-¹x+9.7886, 30≤x≤ 172 i. ii. = 0, 172 < x < 200 Use 2-segment Simpson's 1/3 Rule to find the value of the integral Find the true error, E,, for part (a). iii. Find the absolute relative true error for part (a). 1b. Find the value of the integral with n = 4 and n = 6
Posted: Tue Jul 12, 2022 12:05 pm
1a. Use Simpson's rule to find the approximate value of x I= f(x) dx where 100 f(x)=0, 0<x<30 = -9.0699 * 10-6x³ +2.8950 * 10³ x² -2.5497 * 10-¹x+9.7886, 30≤x≤ 172 i. ii. = 0, 172 < x < 200 Use 2-segment Simpson's 1/3 Rule to find the value of the integral Find the true error, E,, for part (a). iii. Find the absolute relative true error for part (a). 1b. Find the value of the integral with n = 4 and n = 6