Step1:- Assign an initial value to x, say x0 & set value of E.
Step2:- Evaluate f ( x0 ) & f ' ( x0 ) .
Step3:- Find the improved estimate to x0.
x1 = x0 - ( f (x0) / f ' (x0) )
Step4:- Check for accuracy of the latest estimate.
Compare relative error to a predefined value E.
If absolute value of (x1 - x0) / x1 ≤ E
Stop.
else
Continue.
Step5:- Replace x0 by x1 & repeat Step 3 & Step 4.
Step2:- Evaluate f ( x0 ) & f ' ( x0 ) .
Step3:- Find the improved estimate to x0.
x1 = x0 - ( f (x0) / f ' (x0) )
Step4:- Check for accuracy of the latest estimate.
Compare relative error to a predefined value E.
If absolute value of (x1 - x0) / x1 ≤ E
Stop.
else
Continue.
Step5:- Replace x0 by x1 & repeat Step 3 & Step 4.