Answer Problem 4...Please don't reject this question!!! Problem 3Use the following guidance to implement Newton's method in an Excel spreadsheet to find theapproximate root other than 0 for f (x) = 6x5 - x3 + 3x? with the initial guess x, = -5. Give youranswer accurate to 6 decimal places.EXCEL:Suppose we put our first guess in box Al. We will put the initial guess and subsequent guesses incolumn A starting with A3 (just to leave room for labels).We can then put the value of f(x) in column B and f"(x) in column C.To do this we need to make the following entries:A3 = A1(this puts the starting guess xg in A3)B3 = f(A3)(this computes f(xo)C3 = f(A3)(this computes f'(xo))A4 = A3 – B3/C3 (this applies the algorithm to get the new guess)If you now copy A4 (not A3!) and B3 and C3 down the A, B and C columns, you have implementedthe algorithm.You can change your starting guess by changing Al, and change your function by changing B3 andC3 appropriately, and copying the results down.ProblemTry different initial guess values for the function in question 3 as well as some more of your owncreation. Discuss whether Newton's method always works efficiently. If not, describe two possiblesituations where Newton's method fails to converge to a zero of the function, and explain why theyfail to converge.

Name: Answer Problem 4...Please don't reject this question!!! Problem 3Use t
Uploaded: 2024-03-20T06:38:44.000Z
Channel: Bartleby
Description: Answer Problem 4...Please don't reject this question!!! Problem 3Use the following guidance to implement Newton's method in an Excel spreadsheet to find theapproximate root other than 0 for f (x) = 6x5 - x3 + 3x? with the initial guess x, = -5. Give

The function is fx=6x5-x3+3x2. The initial guess is x0=-5 By Newton's method, xn+1=xn-fxnf'xn Then,…

Math

Advanced Math

Try different initial guess values for the function in question 3 as well as some more of your own creation. Discuss whether Newton's method always works efficiently. If not, describe two possible situations where Newton's method fails to converge to a zero of the function, and explain why they fail to converge.

Try different initial guess values for the function in question 3 as well as some more of your own creation. Discuss whether Newton's method always works efficiently. If not, describe two possible situations where Newton's method fails to converge to a zero of the function, and explain why they fail to converge.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

See similar textbooks

Related questions

Q: 1. Find the number of ways that 7 lecturers in the CIE review be assigned to 3 classes if no…

Q: { 2z + y = 4 Ty = dz +1 9.

A: Since you have asked multiple questions in single request, So we will be answering only first…

Q: Joe needs to buy 2 gold fish from a pet shop.the shop has 7 male fish and 6 female fish but they all…

A: Number of males fish in the shop are 7. The number of female fish in the shop are 6. The number of…

Q: Immediate personality argues that global temperatures are not rising because every year an increase…

Q: Can you please show steps for question (i) and (ii)

A: i) The first system can be written as after taking Laplace transform as - L{dxdt}=L{-ax}…

Q: 4. Explain how to solve the following problems and box your answers |x – 4|– 3 4 C. - |x|+6> 3

A: To find:- Solution of following inequalities a. |x-4|-3≤8 b. |x+2|>4 C. -|x|+6>3

Q: How can you show mathmatically that they are equal?

Q: A professor has 180 students in her classes at the beginning of the semester, but 18 students…

A: At the beginning of the semester the professor has 180 students in her classes. But 18 students…

Q: Suppose you roll 2 dice. What is the pobability that the sum of the 2 dice is ≤ 7, given that the…

Q: iv) F(s) = 55-4 65-4/64 52-45+20

A: F(s) = (5s - 4)/(s2 - 4s + 20) = (5s - 4)/{(s2 - 4s + 4) + 16} = (5s - 4)/{(s - 2)2…

Q: Can I get an interpretation and a conclusion on this solution

A: The regression equation for the given data is: Temperature change = 0.667 + 0.108X1 + 0.226X2 +…

Q: b) -5 Y 5 4 3 2 + -4 -3 -2 -1 -] -5+ 2 3 4 5 व

A: A graph of the function is given.We have to find the equation of the graph.

Q: A 6-2 -27 10 -3 -10 5 3 ----D C=0-2 a 1, b = [3 4 0 1 B 9 4 4 7 -4 0 0 11, b = [3 0 8].

Q: 1 plus 1 is equals to? and why?

A: Given: Determine and 1 plus 1 equals and its reason.

Q: If C = |2 -1 what is C¯l? -2 2.

A: Using formula of inverse of matrix

Q: A = 6-2 - 10 -3 1 B -10 1 C= 9 4 S 4 7 0 5 [3 1 [-] 0-2 -- 1, b = [3 0 8]. [] 0 -4 0

A: We need to find 15Ba+15BbT We have: B=94-4470-4011, a=512, b=308T

Q: The sum of the first n natural numbers, S = 1 + 2 + 3 + first n natural numbers is 171, determine…

A: Consider the given information:

Q: i already knew that the answer was discrete can ou do a question i didnt answer?

A: Given the following probability distribution tableX345678910P(X)0.060.250.360.190.040.050.03?

Q: 2. The sum of three consecutive positive odd integers is always a multiple of (A) 3 (B)5 (C)7 (D)9…

Q: I am the smallest number expressed in ones, tens, hundreds, and thousands. All my digits are less…

A: Let's consider each condition one by one- All of the four digits are less than seven, so the numbers…

Q: that you are trying to explain negative numbers to someone who has not met the concept and you are…

A: Given statement ‘negative number can’t exist because we can’t have less than nothing’. This…

Q: I have a bag containing 40 blue marbles and 60 red marbles. I choose 4 marbles (without replacement)…

A: Given,no.of blue marbles=40no.of red marbles=60Total no.of marbles=100

Q: For the above question, why are they negative?

A: Using All-sin-tan-cos rule we know that: So in third quadrant, only tan and cot are positive. sin,…

Q: 3. Please help me answer this calculus question

Q: How do I form a conclusion when the null cannot be rejected and when it can be rejected? The null…

A: In the given context, the null is greater than or equal to 300 and the alternative is less than 300.…

Q: 5. On the first line of the table, enter the value for P(X ≤ 0) that you found in question#4(. On…

A: The cumulative distribution function (CDF) of a random variable is defined as : FX(x) = P(X≤x)…

Q: I have a bag containing 40 blue marbles and 60 red marbles. I choose 4 marbles (without replacement)…

Q: a) If each player acts independently of the other, and if each player makes his choice of the number…

A: solution:: as per guidelines I’m solving only 1 question. thank you for asking this question..

Q: What do you mean by (iii) and (i). Could you be more specific?

Q: 2. A student is to answer 10 out of 13 questions. Find the number of choices where the student must…

Q: Please don't provide handwritten solution ...

A: Step 1: Analyze the first clueThe students lined up two by two, and there was an even number of…

Q: A = 6 -2 -2 10 -3 5 -10 3 C=0-2 1 0 1 . B 11 9 4 4 7 0 0 11 5 a = 1, b = [3 08]. 2

Q: What is the condition to be yes ?

Q: You forgot to solve the other question. The other question is 'Restate definition 4 in your own…

A: We have to restate definition of limit in own words

Q: More then one of the statements are correct, so which of the others would also be correct?

A: In this case, we need to identify suitable answer for the given statement.

Q: find the number of six-digit positive integers whose digits sum to 30 the answer is C(34,5) -…

A: We shall illustrate the method involved. The details are provided in step 2.

Q: Negate the statement Vxy[(Q(x) → (C(y) ^ H(x, y))] such that every negation appears to the right of…

A: Given: A statement, ∀x∃yQ(x)→C(y)∧H(x, y), where C(x) stands for x is a cloobledoo, G(x) stands for…

Concept explainers

Statements and Logic

Logic is the analysis of general patterns of thoughts without regard to any specific sense of context.

Topic Video

Question

Answer Problem 4...Please don't reject this question!!!

Problem 3
Use the following guidance to implement Newton's method in an Excel spreadsheet to find the
approximate root other than 0 for f (x) = 6x5 - x3 + 3x? with the initial guess x, = -5. Give your
answer accurate to 6 decimal places.
EXCEL:
Suppose we put our first guess in box Al. We will put the initial guess and subsequent guesses in
column A starting with A3 (just to leave room for labels).
We can then put the value of f(x) in column B and f"(x) in column C.
To do this we need to make the following entries:
A3 = A1
(this puts the starting guess xg in A3)
B3 = f(A3)
(this computes f(xo)
C3 = f(A3)
(this computes f'(xo))
A4 = A3 – B3/C3 (this applies the algorithm to get the new guess)
If you now copy A4 (not A3!) and B3 and C3 down the A, B and C columns, you have implemented
the algorithm.
You can change your starting guess by changing Al, and change your function by changing B3 and
C3 appropriately, and copying the results down.
Problem
Try different initial guess values for the function in question 3 as well as some more of your own
creation. Discuss whether Newton's method always works efficiently. If not, describe two possible
situations where Newton's method fails to converge to a zero of the function, and explain why they
fail to converge.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Solution:

VIEW

Further iterations are

VIEW

Conclusion:

VIEW

Also,

VIEW

Trending now

This is a popular solution!

Step by step

Solved in 4 steps with 3 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

$Propositional Calculus$

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, advanced-math and related others by exploring similar questions and additional content below.

Similar questions

This will be my final puzzle of this series and is not math. You need to fill in the blanks with one of the letters from the first line. The rules are that no two of the letters can appear in a line (horizontal, vertical, or diagonal). For example if you draw a line either horizontal, vertical, or diagonal and it passes through any duplicate letter, one of the duplicates must be moved. You will not be able to fill all the blanks. The winner is the one with the least number of blanks. 100 pesos to the person with the least number of blanks.
Please help me solve this problem, it's easy for you i guess
why is the x3 was chosen as the free variable? is that always gonna be the case?
A student is to answer 10 out of 13 questions on an exam. (i) How many if he must answer exactly 3 of the first 6 questions? (ii) How many if he must answer at least 3 of the first 5 questions?
3. Calculate 1+3+5+.+ (2n - 1) for n = 1,2,..,6. 4. Calculate 1+ 3+7+...+ (2" - 1) for n = 1,2,..,6.
This hypothesis always contains the statement of equality.
i think the answer above is wrong
Alex wishes to pack 8 of his 15 shirts on a trip.( All the shirts are different). He does not wish to pack all 3 of his white shirts nor to pack all 3 of his red shirt. ( This means he has 9 shirts that are neither white nor red) how many ways does he have to pack 8 shirts given these two restrictions?
A die is rolled two times Provide a list of all the possible outcomes of the two rolls in this form: the result from the first roll and results from the second roll.The answer needs to be done using R which I am confused on how to do
If S = 2+5+ 8+11+ 14 +17+.. + 302, then 100 s=E(er + 2) r=0 where c=
Alice and Tom dive from an overhang into the lake below. Tom simply drops straight down from the edge, but Alice takes a running start and jumps with an initial horizontal velocity of 25 m/s. Neither person experiences any significant air resistance. Compare the time it takes each of them to reach the lake below, O Alice reaches the surface of the lake first. Tom reaches the surface of the lake first. Alice and Tom will reach the surface of the lake at the same time.