20 Jse this to approximate the value of the definite integral f(x)dx. 16 O none of the choices O 142.4088 O 142.9792 O 133.4576

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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A function f(x) passes through the points (15,24), (18,37), and (22.25). Use Newton's Divided Difference Method to interpolate a quadratic polynomial approximation of f(x).
20
Use this to approximate the value of the definite integral
f(x)dx.
16
none of the choices
142.4088
142.9792
O 133.4576
Transcribed Image Text:A function f(x) passes through the points (15,24), (18,37), and (22.25). Use Newton's Divided Difference Method to interpolate a quadratic polynomial approximation of f(x). 20 Use this to approximate the value of the definite integral f(x)dx. 16 none of the choices 142.4088 142.9792 O 133.4576
A function flx) passes through the points (15,24). (18,37), and (22.25). Use Newton's Divided Difference Method to interpolate a quadratic polynomial approximation of f(x).
Use this to approximate the value of f(17).
O 34.7618
O 35.1905
O none of the choices
O 37.1426
Transcribed Image Text:A function flx) passes through the points (15,24). (18,37), and (22.25). Use Newton's Divided Difference Method to interpolate a quadratic polynomial approximation of f(x). Use this to approximate the value of f(17). O 34.7618 O 35.1905 O none of the choices O 37.1426
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