Find the approximate positive solution of the following equation
By the split method, the error should not exceed 0.002.

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Alan Stevens
Alan Stevens am 8 Nov. 2020

0 Stimmen

A little more like this perhaps (note the way the function, f, is defined):
f = @(x) x.^3- 0.2*x.^2 - 0.2*x - 1.2;
a0=1;
b0=2;
max_iterate = 0.002;
i=0 ;
format short e
a = a0; b = b0;
c = (a+b)/2;
while b-c > max_iterate
i=i+1;
fb = f(b);
fc = f(c);
if sign(fb)*sign(fc) <= 0
a = c; fa = fc;
else
b = c; fb = fc;
end
c = (a+b)/2;
iteration = [i a b c fc b-c];
disp(iteration)
end

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