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1. Estimate the integral of a function from a=2.4 to b=9.6 from n=1 to n=9 using 1/3 simpson rule. Tabulate your result and highlight your final answer. f(x) = -46+ 45.4x - 13.8xx² +1.71x³ -0.0729x4 2. Using 3/8 Simpson rule from n=1 to n=9.

1. Estimate the integral of a function from a=2.4 to b=9.6 from n=1 to n=9 using 1/3 simpson rule. Tabulate your result and highlight your final answer. f(x) = -46+ 45.4x - 13.8xx² +1.71x³ -0.0729x4 2. Using 3/8 Simpson rule from n=1 to n=9.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A. Solve the given problems: Show your solution. 1. Estimate the integral of a function from a=2.4 to b=9.6 from n=1 to n=9 using 1/3 simpson rule. Tabulate your result and highlight your final answer. f(x) = -46+ 45.4x - 13.8xx² +1.71x³ -0.0729x4 2. Using 3/8 Simpson rule from n=1 to n=9. 3. Using trapezoidal integration from n=1 to n=8. Improve using Romberg Integration.
Transcribed Image Text:A. Solve the given problems: Show your solution. 1. Estimate the integral of a function from a=2.4 to b=9.6 from n=1 to n=9 using 1/3 simpson rule. Tabulate your result and highlight your final answer. f(x) = -46+ 45.4x - 13.8xx² +1.71x³ -0.0729x4 2. Using 3/8 Simpson rule from n=1 to n=9. 3. Using trapezoidal integration from n=1 to n=8. Improve using Romberg Integration.
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