Question

In Matlab: When discretizing differential equations, what is the following methodology called? a) Implicit Euler b)...

In Matlab:

When discretizing differential equations, what is the following methodology called?

a) Implicit Euler

b) Explicit Euler

c) Forward Euler

d) Semi-Implicit Euler

Homework Answers

Answer #1

Answer)
The correct Euler methodology for discretizing differential equations would be:
c) Forward Euler

The Forward Euler Method is the method used among the others mentioned in the discretizing differential equations. The discretizing can happen using following:
Time discretization
Space discretization
The solution to the difference equation can only be achieved by discretization since discrete functions over a set of points.

**Please Hit Like if you appreciate my answer. For further doubts on the answer please drop a comment, I'll be happy to help. Thanks for posting.**

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
solve the following differential equations or initial value problems answers may be left as implicit solutions...
solve the following differential equations or initial value problems answers may be left as implicit solutions (or in terms of an integral). yy'+x=(x^2+y^2)^1/2
solve the following differential equations or initial value problems answers may be left as implicit solutions...
solve the following differential equations or initial value problems answers may be left as implicit solutions (or in terms of an integral). 2yy'+1=y^2 + x y(0)=1
solve the following differential equations or initial value problems answers may be left as implicit solutions...
solve the following differential equations or initial value problems answers may be left as implicit solutions (or in terms of an integral). y'=5y+e^(-2x)y^(-2) y(0)=2
[27] When calculating profit accountants include: A) explicit costs. B) implicit costs. C) explicit and implicit...
[27] When calculating profit accountants include: A) explicit costs. B) implicit costs. C) explicit and implicit costs. D) explicit, implicit, and external costs. [28] The economic cost of production is equal to: A) explicit costs plus excess profit. B) explicit costs plus normal profit. C) implicit costs plus excess profit. D) implicit costs plus normal profit. [29] Total revenue is the: A) revenue from one unit of a good or service sold. B) revenue from the total amount of a...
Question 4 MATLAB a) Write a function file called q4.m containing the following nonlinear equations. ?(?1?2...
Question 4 MATLAB a) Write a function file called q4.m containing the following nonlinear equations. ?(?1?2 ) = ?1 2 + ?2 2 − 26 ?(?1?2 ) = 3?1 2 + 25?2 2 − 100 (1 Mark) b) Use MATLAB’s FSOLVE operator to solve these equations with x1 = 2 and x2 = 2 as your starting point. How many iterations did MATLAB use to solve them? (1 Mark)
Which of the following differential equations are separable? (Select all that apply.) A. ????=??−?d B. ????=−3?...
Which of the following differential equations are separable? (Select all that apply.) A. ????=??−?d B. ????=−3? C. ????=?+1 D. ????=?2−?2 E. None of the above Now consider the following more general question about differential equations. ∫?′(?)??=∫??? Which of the following functions ?(?) satisfy this equation? (Select all that apply.) A. ?(?)=7?2 B. ?(?)=12?2 C. ?(?)=?−7 D. ?(?)=7? E. ?(?)=? F. ?(?)=?+7 G. ?(?)=12?2+7 H. ?(?)=12?2−7 I. None of the above
solve the following differential equations a)? ′′ + ? = sec(?) tan(?) b) ? ′′ −...
solve the following differential equations a)? ′′ + ? = sec(?) tan(?) b) ? ′′ − 9? = 9?/e3x
Consider the following differential equation: dydx=x+y With initial condition: y = 1 when x = 0...
Consider the following differential equation: dydx=x+y With initial condition: y = 1 when x = 0 Using the Euler forward method, solve this differential equation for the range x = 0 to x = 0.5 in increments (step) of 0.1 Check that the theoretical solution is y(x) = - x -1 , Find the error between the theoretical solution and the solution given by Euler method at x = 0.1 and x = 0.5 , correct to three decimal places
Find all solutions to the differential equations. (a) x^2 yy' = (y^2 − 1)^(3/2) (b) y'...
Find all solutions to the differential equations. (a) x^2 yy' = (y^2 − 1)^(3/2) (b) y' = 6xe^(x−y) (c) y' = (2x − 1)(y + 1) (d) (y^2 − 1) dy/dx = 4xy^2 Leave your answer as an implicit solution
Use the method for solving equations of the form dy/dx=G(ax+by) to solve the following differential equation....
Use the method for solving equations of the form dy/dx=G(ax+by) to solve the following differential equation. dy/dx=2sin(4x-2y) ignore lost solutions and give implicit solution in the form F(x,y)=c
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT