Newton Rhason Method

  • Thread starter mlc3
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marcoskids
f (x) = x * x^2 =0
f '(x) = 2x*x+x^2*x = 0

Use the Newton–Raphson method to find the best approximation for the zero value of the above functions
 
Homework help? Probably better in Rumble Strip.

Also, check your math, either f is wrong or f' is.

d/dx of x^3 is 3*x^2

Edit, or are those just two separate functions?
 
Well all you're doing is taking the derivative of the function of interest, then picking an arbitrary start point (should be close to the real answer, which isn't hard to figure out in these cases) and then following the projected line from that derivative to zero. You then find the x where the derivative line hits zero and repeat the method from there until you hit the real zero.

Beware that functions can hit zero more than once.
 
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