I need a help in solving this convolution.

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The discussion centers on solving a convolution problem involving a delta function and a delayed function. It highlights that convolving a continuous-time (CT) signal with a delta function results in the original function, while convolving with a negative delta function yields the negative of that function. One participant is unable to access an attachment related to the problem. The conversation emphasizes the fundamental properties of convolution with delta functions. Further clarification or details on the specific functions involved may be needed for a complete solution.
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I need a help in solving this convolution. Anybody has any idea? i don't know how to integrate a function multiplied with delta function and a delay function as attached.
Thank you
 

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When you convolve two CT signals, one being a regular input function f(x) and another being the delta function... the convolution f(x) * delta(x) = f(x).

Similarly, f(x) * -delta(x) = -f(x)

I can't open your attachment just yet.
 

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