QUESTION 1: Using the built-in function "polyder", write a local function called "polyderivative" that will return the coefficients of the nth derivative of a polynomial. The function will receive 2 input arguments: the coefficients of the original polynomial and the degree of differentiation (n). The function will also display an error message if the degree of differentiation is less than or equal to zero. Start with the function definition shown below. function [y] = polyderivative (x,n) % Y = POLYDERIVATIVE (X, N) returns the coefficients of the nth derivative of % a polynomial end For example: ans = x = [1 3 2 2]; polyderivative (x,2) 6 6

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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QUESTION 1:
Using the built-in function "polyder", write a local function called
“polyderivative” that will return the coefficients of the nth derivative of a polynomial. The function
will receive 2 input arguments: the coefficients of the original polynomial and the degree of
differentiation (n). The function will also display an error message if the degree of differentiation is less
than or equal to zero.
Start with the function definition shown below.
function [y] = polyderivative (x, n)
% Y = POLYDERIVATIVE (X, N) returns the coefficients of the nth derivative of
% a polynomial
end
For example:
ans =
x = [1 3 2
polyderivative
6
6
2];
(x, 2)
Transcribed Image Text:QUESTION 1: Using the built-in function "polyder", write a local function called “polyderivative” that will return the coefficients of the nth derivative of a polynomial. The function will receive 2 input arguments: the coefficients of the original polynomial and the degree of differentiation (n). The function will also display an error message if the degree of differentiation is less than or equal to zero. Start with the function definition shown below. function [y] = polyderivative (x, n) % Y = POLYDERIVATIVE (X, N) returns the coefficients of the nth derivative of % a polynomial end For example: ans = x = [1 3 2 polyderivative 6 6 2]; (x, 2)
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