What is the definition of the delta function in time space intuitively?
A. Defines that there is a point 1 at t=0, and zero everywhere else.
B. Defines that there is a point 0 at t=0, and 1 everywhere else.
C. Defines 1 for all t>0, and 0 else.
D. Defines an impulse of area 1 at t=0, zero everywhere else.
Answer:A
What is the definition of the delta function in time space intuitively?
A. Defines that there is a point 1 at t=0, and zero everywhere else. B. Defines that there is a point 0 at t=0, and 1 everywhere else. C. Defines 1 for all t>0, and 0 else. D. Defines an impulse of area 1 at t=0, zero everywhere else.
Explanation: Arises from the definition of the delta function. There is a clear difference between just the functional value and the impulse area of the delta function.