W(t) = 2, 0 t

Question

W(t) = 2, 0 t<4; W(t) = t2, t 4;

TuteeHUB · Accepted Answer

(  frac{2}{s} + e-{4s} (  frac{2}{s^3} +   frac{8}{s^2} +   frac{14}{s})  )

TuteeHUB · Answer

nThe Laplace transform of W (t) is ___________

TuteeHUB · Answer

(  frac{2}{s}   e-{4s} (  frac{2}{s^3}     frac{8}{s^2}     frac{14}{s})  )

TuteeHUB · Answer

(  frac{2}{s} + e-{4s} (  frac{2}{s^3}     frac{8}{s^2}     frac{14}{s})  )

TuteeHUB · Answer

(  frac{2}{s}   e-{4s} (  frac{2}{s^3} +   frac{8}{s^2} +   frac{14}{s})  )

TuteeHUB · Answer

(  frac{2}{s} + e-{4s} (  frac{2}{s^3} +   frac{8}{s^2} +   frac{14}{s})  )

1.	W(t) = 2, 0 t<4; W(t) = t², t 4;
A.	nThe Laplace transform of W (t) is ___________
B.	( frac{2}{s} e-{4s} ( frac{2}{s^3} frac{8}{s^2} frac{14}{s}) )
C.	( frac{2}{s} + e-{4s} ( frac{2}{s^3} frac{8}{s^2} frac{14}{s}) )
D.	( frac{2}{s} e-{4s} ( frac{2}{s^3} + frac{8}{s^2} + frac{14}{s}) )
E.	( frac{2}{s} + e-{4s} ( frac{2}{s^3} + frac{8}{s^2} + frac{14}{s}) )
Answer» E. ( frac{2}{s} + e-{4s} ( frac{2}{s^3} + frac{8}{s^2} + frac{14}{s}) )

W(t) = 2, 0 t<4;
W(t) = t², t 4;