Step1:- Decide two initial points x1 & x2, & accuracy level required, E.
Step2:- Compute f ( x1 ) & f ( x2 )
Step3:- Compute
x3 = x2 - ( ( f (x2) (x2-x1) ) / ( f (x2) - f (x1) ) )
Step4:- Test for accuracy of x3.
If absolute value of (x3 – x2) / x3 > E, then
Set x1 = x2 & f1 = f2
Set x2 = x3 & f2 = f (x3)
Go to step 3
otherwise,
set root = x3
print results.
Step5:- Stop
Step2:- Compute f ( x1 ) & f ( x2 )
Step3:- Compute
x3 = x2 - ( ( f (x2) (x2-x1) ) / ( f (x2) - f (x1) ) )
Step4:- Test for accuracy of x3.
If absolute value of (x3 – x2) / x3 > E, then
Set x1 = x2 & f1 = f2
Set x2 = x3 & f2 = f (x3)
Go to step 3
otherwise,
set root = x3
print results.
Step5:- Stop
No comments:
Post a Comment