Conditions for the existence of laplace transform

Q.  A Laplace Transform exists when ______

A. The function is piece-wise continuous
B. The function is of exponential order
C. The function is piecewise discrete
D. The function is of differential order
- Published on 30 Nov 15

a. A & B
b. C & D
c. A & D
d. B & C

ANSWER: A & B

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    Discussion

  • Swati sahare   -Posted on 04 Apr 21
    A & B
    Laplace is continuous function and in the formula of Laplace transform contain exponential term
    L{f(t)}=integration (0-infinity)e^-st f(t) dt =f^-(s)

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