Question

Find a particular solution to the following equations (d'''y/dt''') + y = t^3 + sint +...

Find a particular solution to the following equations

(d'''y/dt''') + y = t^3 + sint + 11e^t

(d'' y/dt'') + y = 2tsint

(d'''''y/dt''''') − (4d'''y/dt''') = e^2t + t^2 + 5t + 4

Math   Advanced-Math   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
3. For each of the following equations find a particular solution yp(t). (a) y"+4y= e^(5t) (b)...
3. For each of the following equations find a particular solution yp(t). (a) y"+4y= e^(5t) (b) 4y"+4y'+y = 3t(e^t) (c) y"+4y'+2y=t^2 (d) y"+9y = cos(3t) +4sin(3t)
(1 point) Match the following nonhomogeneous linear equations with the form of the particular solution yp...
(1 point) Match the following nonhomogeneous linear equations with the form of the particular solution yp for the method of undetermined coefficients.   ?    A    B    C    D      1. y′′+y=t(1+sint)   ?    A    B    C    D      2. y′′+4y=t2sin(2t)+(5t−7)cos(2t)   ?    A    B    C    D      3. y′′+2y′+2y=3e−t+2e−tcost+4e−tt2sint   ?    A    B    C    D      4. y′′−4y′+4y=2t2+4te2t+tsin(2t) A. yp=t(A0t2+A1t+A2)sin(2t)+t(B0t2+B1t+B2)cos(2t) B. yp=A0t2+A1t+A2+t2(B0t+B1)e2t+(C0t+C1)sin(2t)+(D0t+D1)cos(2t) C. yp=Ae−t+t(B0t2+B1t+B2)e−tcost+t(C0t2+C1t+C2)e−tsint D. yp=A0t+A1+t(B0t+B1)sint+t(C0t+C1)cost
Using variation of parameters, find a particular solution of the given differential equations: a.) 2y" +...
Using variation of parameters, find a particular solution of the given differential equations: a.) 2y" + 3y' - 2y = 25e-2t (answer should be: y(t) = 2e-2t (2e5/2 t - 5t - 2) b.) y" - 2y' + 2y = 6 (answer should be: y = 3 + (-3cos(t) + 3sin(t))et )
Find the general solution of the equation. d^2y/dt^2-2t/(1+t^2)*dy/dt+{2/(1+t^2)}*y=1+t^2
Find the general solution of the equation. d^2y/dt^2-2t/(1+t^2)*dy/dt+{2/(1+t^2)}*y=1+t^2
Consider the differential equation y”+5y’+6y=f(t). Write the form of the particular solution if f(t) is the...
Consider the differential equation y”+5y’+6y=f(t). Write the form of the particular solution if f(t) is the following. Do not solve. (a) f(t)= 5t*e^(-2t) (b) f(t)= t^2*sin(2t) (c) f(t)= t + 1 (d) f(t)= 2t^2*e^(-3t) (e) f(t)= 4t^2+3t
Consider the differential equation y”+5y’+6y=f(t). Write the form of the particular solution if f(t) is the...
Consider the differential equation y”+5y’+6y=f(t). Write the form of the particular solution if f(t) is the following. Do not solve. (a) f(t)= 5t*e^(-2t) (b) f(t)= t^2*sin(2t) (c) f(t)= t + 1 (d) f(t)= 2t^2*e^(-3t) (e) f(t)= 4t^2+3t
Use undetermined coefficients to find the particular solution to 1) y''−2y'+3y= 5t^2+2t+2 yp(t)=? 2) y''+y'−20y= −2550sin(3t)...
Use undetermined coefficients to find the particular solution to 1) y''−2y'+3y= 5t^2+2t+2 yp(t)=? 2) y''+y'−20y= −2550sin(3t) yp(t)=?
Find a Particular Solution of y'''-4y'=t+3cos(t)+e-2t
Find a Particular Solution of y'''-4y'=t+3cos(t)+e-2t
For problem 1 to 3, use r(t)= <e^2t cost, e^2t sint, e^2t> to find each of...
For problem 1 to 3, use r(t)= <e^2t cost, e^2t sint, e^2t> to find each of the following at t = 0. 1, T(t) 2, N(t) 3, Curvature
Find the general solution to the following: [(e^t)y-t(e^t)]dt+[1+(e^t)]dy=0
Find the general solution to the following: [(e^t)y-t(e^t)]dt+[1+(e^t)]dy=0
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT