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The convolution of f(t) with itself is given to be Then what is f(t)?
  • a)
    The unit ramp function
  • b)
    Equal to ‘1’
  • c)
    The unit step function
  • d)
    The unit impulse function
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
The convolution of f(t) with itself is given to beThen what is f(t)?a)...
Because convolution of unit step function is unit ramp ramp function which is again integration of unit step function.
Community Answer
The convolution of f(t) with itself is given to beThen what is f(t)?a)...
For even function, f(t) = f(-t)
For odd function, f(t) = -f(-t)
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The convolution of f(t) with itself is given to beThen what is f(t)?a)The unit ramp functionb)Equal to ‘1’c)The unit step functiond)The unit impulse functionCorrect answer is option 'C'. Can you explain this answer?
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