Write a program in $\frac{C}{C}++($or Python or Java$),$ call it truthTableGen$-$

erator, to generate the truth table of $3-$variable Boolean functions, with the

following requirements:

Your program takes as input a $3-$variable Boolean function in the form of a

sum$-$of$-$products. For example, the input can look like $"$AB$"+$ "AB'C"

"A'B'C". The double quotations are needed so that the $\text{'}$ is taken as

a regular character, negating the preceding variable, and not considered a

special character.

The evaluation of each term, e$,$g$.,A{B}^{\text{'}}C,$ is done in a separate function,

called, evalTerm$($int $A,$ int $B,$ int $C,$ char $*$term$)$ that return the

Boolean value $(0$ or $1)$ of the corresponding term.

Your program should print the Boolean function followed by its truth

table.

You can test the uploaded Linux$-$executable to understand all the require$-$

ments.

Test runs:

$ truthTableGenerator $//$ call without arguments

$ Truth table generator for $3-$variable Boolean functions

$ Usage: enter a Boolean function as a sum of products

$ E$.$g$.$: $./$a$.$out $"$AB$"+"$BC$"+$ "A'BC"

$ truthTableGenerator $"$AB$"+"$BC$"+$ "ABC" $+$ "A'B'C"

$F$ is the sum of $4$ product terms

$F=A{B}^{\text{'}}+B{C}^{\text{'}}+$ABC$+A^{\text{'}}{B}^{\text{'}}{C}^{\text{'}}$