Consider a PAM system s$($t$)=\backslash$sum A$\_($k$)$g$($t$-$kT$).$ Suppose that a root$-$

raised cosine pulse g$($t$)$ with a roll$-$off fact $\backslash$alpha $=25\%$ is used as the transmit filter, and

its matched filter is used as the receive filter. Assuming that the bandwidth of the

baseband pulse g$($t$)$ is $200$ KHz and that the signal is transmitted through an ideal

channel with the channel impulse response h$($t$)=\backslash$delta $($t$).$ Find the symbol rate $(1)/($T$)$ that

will result in zero intersymbol interference when you sample the received signal at

t$=$kT$.$