(Solved): Part I Simplifying a 3 variable SOP using the K map For the given SOP X=AB+ABC+ABC+ABC ...

Part I Simplifying a 3 variable SOP using the $$K$$ map For the given SOP $$X=\stackrel{?}{A}B+\stackrel{?}{A}\stackrel{?}{B}\stackrel{?}{C}+AB\stackrel{?}{C}+A\stackrel{?}{B}\stackrel{?}{C}$$ 1. Express the above expression on standard SOP. Draw the logic circuit below Write the Boolean expression 2. Using Logic Circuit simulation, build the logic circuit in step 1 and generate the truth table. Paste circuit and truth table below 3. Simplify the logic expression in step 1 using K map. Write the Boolean expression in part 1 Map the Ijkpression in the $$K$$ map and reduce the expression The reduced expression from $$k$$ map = 4. Draw the log circuit for the expression obtained in step 3. 5. Draw the logic expression in step 4 in the logic circuit simulation and generate the truth table. Corfpare the truth tables. Do both expressions have the same truth table or not? What is the advantage of using $$\mathrm{K}$$ map?