That's my school assignment. They gave us all the details to draw the logic diagram, but l$\text{'}$m having a lot of trouble drawing it$,$ please draw it on paper! I really need help. I$\text{'}$m writing tomorrow.

Question $1($Logic Diagrams$)$

Study the scenario and complete the question that follows:

You have been provided with the following expression:

$A(B+C^{\text{'}})(D+E^{\text{'}}F)$

Source: Makura, S$.$M$.(2021)$

Draw a Logic diagram for the expression mentioned in the scenario above. Label each step. Use only two inputs per logic gate.

$(10$ Marks$)$

Here is a detailed logic diagram based on the provided expression:

$**$Identify Sub$-$Expressions: ${?}^{****}$

$\frac{-}{\frac{?}{?}}(B+C^{\text{'}})$

$\frac{-}{\frac{?}{?}}(E^{\text{'}}\frac{F}{\frac{?}{?}})$

$\frac{-}{\frac{?}{?}}((B+C^{\text{'}})\frac{D+E^{\text{'}}F}{\frac{?}{?}})$

$**$Step$-$by$-$Step Construction: $****$

Draw the logic gate for $)$

$($NOT gate$).$

$-$ Draw the logic gate for $\frac{\frac{?}{?}}{B+C^{\text{'}}}$

$($OR gate$).$

Draw the logic gate for $)$

$($NOT gate$).$

Draw the logic gate for $\text{'}$F

V$)($OR gate$).$

$-$ Draw the logic gate for

C$\text{'})($AND gate$).$

$-$ Combine all parts into the final output using an AND gate.

$\backslash$table$[[\backslash$table$[[\backslash$table$[[$A$],[1],[1],[+--]]]],],[$AND$------------,------1],[1,$I$],[$I$,1],[$I$,$I$],[B+C^{\text{'}},1],[11,$I$],[$I NOT $C^{\text{'}},$I$],[11,1],[$OR$,$OR$],[1,1],[$AND$,$AND$],[1,$I$],[(B+C^{\text{'}}),(D+E^{\text{'}}F)$