Consider the following function:
F(t) =
Which of the following statements is true?
A) The Laplace transform of f does not exist because f is not of exponential order.
B) converges.
C) f is continuous on [0, $\infty$)
D) f is piecewise continuous on [0, $\infty$), but the Laplace transform of f does not exist.

Question

Consider the following function:
F(t) = 
Which of the following statements is true?
A) The Laplace transform of f does not exist because f is not of exponential order. 
B) converges. 
C) f is continuous on [0, $\infty$) 
D) f is piecewise continuous on [0, $\infty$), but the Laplace transform of f does not exist.

Quizplus · Accepted Answer

The Answer is B

Consider the Following Function: F(t) = Which of the Following

Consider the Following Function:
F(t) =
Which of the Following