If - t-1-2 - - -t-2 - A - t- B- then the value of A-B is - - denotes convolutions

Δ (t+1/2) = δ ( 1/2(t+1) )= 11/2δ (t+1) =2δ (t+1) nbsp; δ ( t +2) = δ (t 2) nbsp; 2δ (t+1)*δ(t 2) =2δ (t 1) nbsp;= Aδ (t B) nbsp; So, nbsp; nbs ...

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Adjoint of a Matrix

If δ t+1/2 * ...

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If $δ (\frac{t + 1}{2}) * δ (- t + 2)$ = A $δ (t - B)$ , then the value of $\frac{A}{B}$ is _____. (* denotes convolutions )
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