Solve math question with brief explanation
Describe a method for solving xa = b for x with a calculator
Homework Answers
Request Answer!
We need at least 10 more requests to produce the answer.
0 / 10 have requested this problem solution
The more requests, the faster the answer.
math
e=2.71828 find the bound of error of each approximate xa to x how many significant digits each xa have2-give a quardric equation
This is a Numerical Methods question. The original question is an exercise question 3.6 from Parviz...
This is a Numerical Methods question.
The original question is an exercise question 3.6 from Parviz
Moin. Fundamentals of Engineering Numerical Analysis,
Cambridge University Press; 2nd edition, 2010.
Thank you for your help!
6. A common problem of mathematical physics is that of solving the Fredhol integral equation f(x)-ф(x) +1 K(x,t)ф(t)dt, where the functions f (x) and K(x, t) are given and the problem is to obtain ф(x). (a) Describe a numerical method for solving this equation. (b) Solve the...
Question 9 (1 point) An algorithm is a finite sequence of steps to solve a problem....
Question 9 (1 point) An algorithm is a finite sequence of steps to solve a problem. It is an intermediate step before coding. Does the following algorithm have a lost update problem? Let x, y be common variables; let a, b be local variables. p1: for (int i = 0; i <10; i++) = < { a = x a ++; X = a; } p2: for (int i 0; i < 10; i++) { ax a ++; a ++;...
Hello, Experts! Tomorrow i have a final examination, so please giving me a hand to solve this question. Here is my que...
Hello, Experts!
Tomorrow i have a final examination, so please giving me a
hand to solve this question.
Here is my question. Thank you so much!!
Question 1: (25 marks) The continuos time signal Xa(t) has the Fourier transform shsown in the Figure Q.1. Xa(t) then is sampled with the sampling frequencies f, to get the discrete time signal xa(n). Sketch Xa(o), the DTFT of xa(n), for different sampling frequencies 4kHz; 2kHz, and 1kHz. D.What is the minimum sampling rate...
(1) Solving systems of congruences. (3 pts each) Solve the following problems, by either the iter...
(1) Solving systems of congruences. (3 pts each) Solve the following problems, by either the iterative method (method A, as discussed in class), or by using the "closed formula" method (method B discussed in class and on HW 8, problem 7). Do the first two problems by hand. For the third problem you may use a modular arithmetic calculator. Check your results (ii)-3 (5), x 2; (6) Z Ξ 4 (11). , ii) President McRobbie proudly announces that IU has...
Use the method for solving bernoulli equations to solve Use the method for solving Bernoulli equations...
Use the method for solving bernoulli equations to solve
Use the method for solving Bernoulli equations to solve the following differential equation. Ignoring lost solutions, if any, the general solution is y=1. (Type an expression using x as the variable.)
Use the method for solving Bernoulli equations to solve the following differential equation. Use the method...
Use the method for solving Bernoulli equations to solve the
following differential equation.
Use the method for solving Bernoulli equations to solve the following differential equation. dx dt 79 X + t' xº + - = 0 t C, where C is an arbitrary constant. Ignoring lost solutions, if any, an implicit solution in the form F(t,x) = C is (Type an expression using t and x as the variables.)
dont ans this question Euler's method is based on the fact that the tangent line gives...
dont ans this question
Euler's method is based on the fact that the tangent line gives a good local approximation for the function. But why restrict ourselves to linear approximants when higher degree polynomial approximants are available? For example, we can use the Taylor polynomial of degree about = No, which is defined by P.(x) = y(x) + y (xo)(x – Xa) + 21 (x- This polynomial is the nth partial sum of the Taylor series representation (te) (x –...
3 Newton and Secant Method [30 pts]. We want to solve the equation f(x) 0, where f(x) = (x-1 )4. ...
Can you help me with parts A to D please? Thanks
3 Newton and Secant Method [30 pts]. We want to solve the equation f(x) 0, where f(x) = (x-1 )4. a) Write down Newton's iteration for solving f(x) 0. b) For the starting value xo 2, compute x c) What is the root ξ of f, i.e., f(5) = 0? Do you expect linear or quadratic order of convergence to 5 and why? d) Name one advantage of Newton's...
Submission Items: (1) A Word document in which you: a. Describe in brief the problem you...
Submission Items: (1) A Word document in which you: a. Describe in brief the problem you are solving and the numerical method used. b. Snapshot of the output, when you run the program for the conditions mentioned in the questions. c. Discuss your results. (2) MATLAB code (m) file() Question 1: [10 points) Write a MATLAB function that calculates the approximate value of arctan(x) using the Maclaurin series approximation: arctan(x) = x- + +... The function should accept 3 parameters:...
This is a Numerical Methods question.
The original question is an exercise question 3.6 from Parviz
Moin. Fundamentals of Engineering Numerical Analysis,
Cambridge University Press; 2nd edition, 2010.
Thank you for your help!
6. A common problem of mathematical physics is that of solving the Fredhol integral equation f(x)-ф(x) +1 K(x,t)ф(t)dt, where the functions f (x) and K(x, t) are given and the problem is to obtain ф(x). (a) Describe a numerical method for solving this equation. (b) Solve the...
Question 9 (1 point) An algorithm is a finite sequence of steps to solve a problem. It is an intermediate step before coding. Does the following algorithm have a lost update problem? Let x, y be common variables; let a, b be local variables. p1: for (int i = 0; i <10; i++) = < { a = x a ++; X = a; } p2: for (int i 0; i < 10; i++) { ax a ++; a ++;...
Hello, Experts!
Tomorrow i have a final examination, so please giving me a
hand to solve this question.
Here is my question. Thank you so much!!
Question 1: (25 marks) The continuos time signal Xa(t) has the Fourier transform shsown in the Figure Q.1. Xa(t) then is sampled with the sampling frequencies f, to get the discrete time signal xa(n). Sketch Xa(o), the DTFT of xa(n), for different sampling frequencies 4kHz; 2kHz, and 1kHz. D.What is the minimum sampling rate...
(1) Solving systems of congruences. (3 pts each) Solve the following problems, by either the iterative method (method A, as discussed in class), or by using the "closed formula" method (method B discussed in class and on HW 8, problem 7). Do the first two problems by hand. For the third problem you may use a modular arithmetic calculator. Check your results (ii)-3 (5), x 2; (6) Z Ξ 4 (11). , ii) President McRobbie proudly announces that IU has...
Use the method for solving bernoulli equations to solve
Use the method for solving Bernoulli equations to solve the following differential equation. Ignoring lost solutions, if any, the general solution is y=1. (Type an expression using x as the variable.)
Use the method for solving Bernoulli equations to solve the
following differential equation.
Use the method for solving Bernoulli equations to solve the following differential equation. dx dt 79 X + t' xº + - = 0 t C, where C is an arbitrary constant. Ignoring lost solutions, if any, an implicit solution in the form F(t,x) = C is (Type an expression using t and x as the variables.)
dont ans this question
Euler's method is based on the fact that the tangent line gives a good local approximation for the function. But why restrict ourselves to linear approximants when higher degree polynomial approximants are available? For example, we can use the Taylor polynomial of degree about = No, which is defined by P.(x) = y(x) + y (xo)(x – Xa) + 21 (x- This polynomial is the nth partial sum of the Taylor series representation (te) (x –...
Can you help me with parts A to D please? Thanks
3 Newton and Secant Method [30 pts]. We want to solve the equation f(x) 0, where f(x) = (x-1 )4. a) Write down Newton's iteration for solving f(x) 0. b) For the starting value xo 2, compute x c) What is the root ξ of f, i.e., f(5) = 0? Do you expect linear or quadratic order of convergence to 5 and why? d) Name one advantage of Newton's...
Submission Items: (1) A Word document in which you: a. Describe in brief the problem you are solving and the numerical method used. b. Snapshot of the output, when you run the program for the conditions mentioned in the questions. c. Discuss your results. (2) MATLAB code (m) file() Question 1: [10 points) Write a MATLAB function that calculates the approximate value of arctan(x) using the Maclaurin series approximation: arctan(x) = x- + +... The function should accept 3 parameters:...
Most questions answered within 3 hours.
-
1. What is the IP of scanme.nmap.org?
2. If you found a computer that is up...
asked 5 minutes ago -
A preferred stock investment will pay you an annual $9 dividend
on the same day each...
asked 22 minutes ago -
Suppose Brittany has the following demand curve for oranges:
Q = 90 − 3P
If oranges...
asked 22 minutes ago -
Santa Cruz Bottling is a manufacturer of organic soft drinks on
the coast of central California....
asked 20 minutes ago -
31.
a.
Concrete tactics that will reduce risk for a business are
considered a key component...
asked 37 minutes ago -
Nitrogen is compressed in an axial-flow compressor at steady
state from a pressure of 15 lbf/in^2...
asked 42 minutes ago -
You have just deposited $20,000 into a mutual fund account
earning 5% compounding annually.
a. Using...
asked 45 minutes ago -
In eukaryotes, where does transcription take place?
A.In the cytoplasm
B.In the mitochondrion
C. In the...
asked 50 minutes ago -
Six kilomoles (12.095kg) of hydrogen gas (H2) at
S.T.P. (Standard Temperature & Pressure) expands isobarically
to...
asked 1 hour ago -
how
to calculate moving point avarage
unit pulse response
what is convolution and how to calculate...
asked 58 minutes ago -
A firm with a 14% WACC is evaluating two projects for this
year's capital budget. After-tax...
asked 1 hour ago -
Which of the following is not a division of the FBI?
National Security
Criminal Investigative
Critical...
asked 1 hour ago