# Answer to Question #17149 in Real Analysis for saeed

Question #17149

1. Consider the function ( ) 2 3 f x x

a. Show that f (x) has a root in the interval [1, 2].

b. Compute an approximation to the root by taking 4 steps of the bisection method.(BY HAND)

c. Repeat, using Newton's method. Take x0=1.5 for the starting value.

For each method, present the results in the form of table:

Column1:n (step)

Column2:xn (approximation)

Column3: ( ) n f x

Column4:| xn - xn-1 | (error)

a. Show that f (x) has a root in the interval [1, 2].

b. Compute an approximation to the root by taking 4 steps of the bisection method.(BY HAND)

c. Repeat, using Newton's method. Take x0=1.5 for the starting value.

For each method, present the results in the form of table:

Column1:n (step)

Column2:xn (approximation)

Column3: ( ) n f x

Column4:| xn - xn-1 | (error)

Expert's answer

Unfortunately, your question requires a lot of work and cannot be done for free.

Submit it with all requirements as an assignment to our control panel and we'll assist you.

Submit it with all requirements as an assignment to our control panel and we'll assist you.

Need a fast expert's response?

Submit orderand get a quick answer at the best price

for any assignment or question with DETAILED EXPLANATIONS!

## Comments

## Leave a comment