Taylor Series of e^x
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The program calculates e^x by adding terms of the series and stopping when the absolute value of the term that was added last is smaller than 0.0001. Use a while-end loop, but limit the number of passes to 30. If in the 30th pass the value of the term that is added is not smaller than 0.0001, the program stops and displays a message that more than 30 terms are needed.
clear
clc
fprintf('Solving e^x using Taylor Series\n');
x=input('x = ');
n=30;
i=0;
f=1;
while i<n || i==n
f=f+(x.^i)/factorial(i);
i=i+1;
end
y=f-1
This is where I am stuck, I don't know how to limit the n to 30 and how can I make a condition that if the value of the term is smaller than 0.0001 it will stop.
Any help would be appreciated, Thank you!
1 个评论
Walter Roberson
2020-3-21
while term is in range && iterations is in range
Calculate a term
accumulate term into total
increment iterations
采纳的回答
Subhamoy Saha
2020-3-21
clear
clc
fprintf('Solving e^x using Taylor Series\n');
x=input('x = ');
n=30;
i=0;
f=1;
while i<=n
last_term=(x.^i)/factorial(i);
if (x.^i)/factorial(i)<0.0001
msgbox('Last term is smaller than 0.0001 and hence stopped')
break
elseif i==n && last_term>0.0001
msgbox('More steps needed')
break
end
f=f+last_term;
i=i+1;
end
y=f-1
4 个评论
更多回答(2 个)
Mohamed Hakim
2021-5-20
function [ts]=newton(x,n)
i=1;
ts=1;
while i<n || i==n
ts=ts+(x.^i)/factorial(i);
i=1+i;
end
end
1 个评论
Mohamed Hakim
2021-5-21
y= @(x) 2*x^2-5*x+3;
x1=input("enterfirst number");
x2=input("enterfirst number");
if f(x1)*f(x2)==0
disp("no");
end
0 个评论
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