Write a Matlab code to find the solution for f(x) 0 on interval a,b by combining Newton's method and the Bisection method according to the following strategy 1) Start with po a (po) J'(po) otherwise set b p 2) Attempt a Newton step pi Po 3) If pi b, set p a b 4) If f(pi)f(b) 0, set a P1 5) Terminate if f(pi) tol 6) Repeat from step 2 7) Test your Matlab code by using f(x) 2x3 2x 1 over interval 1,2 and with tol 10 5 You need to send your Matlab code to me at han suu edu You matlab file name should be (your last name project1 m)

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Question: Write a Matlab code to find the solution for f(x)=0 on interval [a,b] by combining Newton's method and the Bisection method according to the

Write a Matlab code to find the solution for f(x)=0 on interval

Write a Matlab code to find the solution for f(x)=0 on interval [a,b] by combining Newton's method and the Bisection method according to the following strategy: 1) Start with po = a. (po) J'(po) otherwise set b p- 2) Attempt a Newton step pi = Po 3) If pi b, set p = a+b 4) If f(pi)f(b)

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