Question $8(9$ marks$)$:

Consider the Master$/$Slave interrupt circuit shown in the figure below. Assume that

ICW$2=11100000$ for the master, ICW$2=11110000$ for the slave. Find the following:

$($a$)$ The addresses of CS and IP in the IVT $($interrupt vector table$)$ for the ISR

corresponding to INTm

EOh $*4=380h$ for $IP,382h$ for $CS$

$($b$)$ The addresses of CS and IP in the IVT $($interrupt vector table$)$ for the ISR

corresponding to $\frac{?}{\text{I}\text{N}\text{T}}m+1$

$E2h*4=388h$ for $IP,38Ah$ for $CS$

$($c$)$ The addresses of CS and IP in the IVT $($interrupt vector table$)$ for the ISR

corresponding to $\frac{?}{\text{I}\text{N}\text{T}}m+7$

$F0*4=C_0$ hfor $IP,C_2$ for $Cs$

$($d$)$ ICW$3$ for both the master and the slave.

Master: $00000001=01h$

Slave: $00000010=02h$