QUESTION $1$

For the function represented bv the following circuit:

a$.$ Complete the timing diagram for the function as a series of comma separated bits: a$,$b$,$c$,$d$,$e$,$f$,$

b$.$ Complete the truth table template for the function as a series of comma separated bits: a$,$b$,$c$,$d$,$e$,$f$,$g$,$h$,$l$,$j$,$k$,$l$,$m$,$n$,$o$,$p$.$

c$.$ Draw a K $-$map for the function, then complete the K $-$map template as a series of comma separated bits: a$,$b$,$c$,$d$,$e$,$f$,$g$,$h$,$l$,$j$,$k$,$l$,$m$,$n$,$o$,$p$.$

d$.$ Find the minimized SOP equation. Type your answer in the space provided.

In addition, you must show your work

on the paper you submit on eLearning to get credit.

e$.$ Draw a circuit from the minimized SOP equation on the paper you submit on elearning.

f$.$ Find the compact canonical sum of minterms. Type your answer as a chronological series of comma separated decimal numbers $($no spaces$)$ in the space provided. $\backslash (\backslash$mathrm$\{$F$\}=\backslash$Sigma $\backslash$mathrm$\{$m$\}\backslash )1$

g$.$ Find the compact canonical sum of maxterms. Type your answer as a chronological series of comma separated decimal numbers $($no spaces$)$ in the space provided. $\backslash (\backslash$mathrm$\{$F$\}=\backslash$Pi $\backslash )$

h$.$ Determine the literal canonical sum of minterms. Type your answer in the space provided.

i$.$ Determine the literal canonical product of maxterms. Type your answer in the space provided.