Pre$-$Lab

$1-$ Take the time to read this document prior to arriving to the lab in order to understand the essence of the work to be performed.

$2-$ Review the gate minimization lecture.

$3-$ Perform analysis and calculations required for this lab

$3\mathrm{.}1$ Simplify the following function $(F_1)$ to a new function $(F_2)$ with at most $5$ literals. Yo can review the examples discussed in the lecture to help you in solving this problem. The number of literals is the total number of inputs to a function, considering both the variables and their complements.

$F_1=x{y}^{\text{'}}z+x^{\text{'}}{y}^{\text{'}}z+w^{\text{'}}xy+w{x}^{\text{'}}y+wxy$

$3\mathrm{.}2$Record and compare, in your lab notes, the simplification steps and the number o gates that should be used to implement $F_1$ vs $F_2.$ How many gates did you mana to save?