Use newton''s method with the specified initial

Use newton''s method with the specified initial approximation

Reference no: EM13870151

Use Newton's method with the specified initial approximation x₁to find x₃, the third approximation to the root of the given equation. (Give your answer to for decimal places.)

1/3x³+1/2x²+3=0, x₁=-3

Reference no: EM13870151

Questions Cloud

Identifying main ideas and supporting detail : Helpful Resources: Identifying Main Ideas, Supporting Evidence/Details, and Summarization. Identifying Main Ideas and Supporting Detail

Prepare the journal entry that jna will make to record : Prepare the journal entry that JNA will make to record the promissory note created on April 30, 2015. Prepare the journal entries that JNA will make to record the interest accruals at each quarter end and interest payments at each payment date. Prepa..

Preliminary drawings of a passenger railway carriage : Figure 1 (a) & (b) show some preliminary drawings of a passenger railway carriage that was supplied to a design engineer to confirm the thickness of Aluminium sheets needed to fabricate the superstructure of the carriage.

What is the best the manufacturer can do in the instance : What is the best the manufacturer can do in this instance? Assume that the manufacturer can tailor a take-it-or-leave-it offer for each individual retailer, of any form desired.

Use newton''s method with the specified initial approximation : Use Newton's method with the specified initial approximation x1 to find x3, the third approximation to the root of the given equation. (Give your answer to for decimal places.)

Prepare journal entries for items a and j : For items (a) and (j), analyze the amount and direction (1 or 2) of effects on specific financial statement accounts and the overall accounting equation. Prepare journal entries for items (a) and (j). Show how Accounts Receivable, Notes Receivable, a..

What are the highest and lowest values of its acceleration : The location (as a function of time) of a car, moving in a straight line, is given by the expression x(t)= 2t + sin(2pi t)for [0,1]. What are the highest and lowest values of its acceleration in that time interval?

Find the speed of b as seen by a : In the laboratory frame, two observers A and B are moving along the sides of an equilateral triangle with equal speeds c/2, as shown in the figure. Find the speed of B as seen by A.

Enter your answers as a comma-separated list : 1.Solve for x. (Enter your answers as a comma-separated list. Round your answer to four decimal places.) e-9x = 0.095 2. solve for x. (Enter your answers as a comma-separated list. Round your answer to two decimal places.) 4e-x + 1 - 2 = 18

User Account

All Pages