difference quotient.m 1 % Calculates the difference quotient for the 2nd derivative% 2 3 %f(x + h) -2 f(x) + f (xh) 4th %-...... 5 %h^2 6th % 7th % Input 8th %f function handle on a function% y = f(x) 10 % with x and y scalars% evaluation point (scalar) 11 % step size parameters (scalar) % 12th 13 14th % Output 15th % df approximation of the second derivative of f to x (scalar) 16 17th function df«difference quotient (f, x, h) 18th 19th end

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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difference quotient.m
% Calculates the difference quotient for the 2nd derivative%
3 % f (x + h) -2* f(x) + f (xh)
1
2.
4th % ---
% h^ 2
6th %
7th % Input
8th % f function handle on a function% y = f (x)
9.
10 % with x and y scalars% evaluation point (scalar)
11
% step size parameters (scalar) #%
12th
13
14th % Output
15th % df approximation of the second derivative of f to x (scalar)%
16
17th function df-difference quotient (f, x, h)
18th
19th end
Transcribed Image Text:difference quotient.m % Calculates the difference quotient for the 2nd derivative% 3 % f (x + h) -2* f(x) + f (xh) 1 2. 4th % --- % h^ 2 6th % 7th % Input 8th % f function handle on a function% y = f (x) 9. 10 % with x and y scalars% evaluation point (scalar) 11 % step size parameters (scalar) #% 12th 13 14th % Output 15th % df approximation of the second derivative of f to x (scalar)% 16 17th function df-difference quotient (f, x, h) 18th 19th end
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