# differential equation

posted by .

Find the Laplace transform by using the theorem of L{f(t-a)H(t-a)}=(e^-as)F(s)

L{(e^4t)H(t-10)}

## Similar Questions

1. ### Math

Using the table Laplace transform, determine the function f (t) of the following functions F (s). F(s)= 1/s^2 + 3s/s^2+9 F(s)= 6/s^2 + 10s+29 F(s)= 1/2s + 8/s^2+4s+8 - 3/s^2
2. ### Calculus-HELP!!!

Find the Laplace transform of: f(t) = cos^(2)(2t)
3. ### Calculus

Find the Laplace transform of: f(t)=t-2e^(3t)
4. ### Calculus-HELP!!!

Find the inverse Laplace transform of: F(s)=2/s^4
5. ### Calculus

Find the inverse Laplace transform of: F(s)=3/(s-4)
6. ### calculus

Solve the DE by using the Laplace transform: x''+x=cos(3t), x(0)=x'(0)=0
7. ### Calculus

Solve the differential equation by using Laplace transforms. Find the particular solution that satisfies them of: y''+2y'+y =4e^(-t)
8. ### Differential Equations

Use the Laplace Transform to solve this initial value problem. y'''' - 8y = 0, y'(0)=63, y''(0)=216, y'''(0)=297 I would really appreciate the help.
9. ### Calc2

Let f(t) be a function defined for all values of t. The Laplace Transform of f(t) is defined by: F(s)= ç[∘,‡](e^-st(f(t))dt). If the improper integral exists, Find the Laplace Transform for F(t)=t^2.
10. ### calc 2

(last one) ... Let f(t) be a function defined for all values of t. The Laplace Transform of f(t) is defined by: F(s)= ç[∘,‡](e^-st(f(t))dt). If the improper integral exists, Find the Laplace Transform for f(t)= sinhat

More Similar Questions