Activity $2-$ Implement a Boolean function $-5$ points!

In this activity you will implement a Boolean function on your breadboard: $F=(A+B)!+B.F$ is our

output, and A and $B$ are inputs like we've seen before. In logic equations. Given a function like

this, it's very easy to create a truth table. Simply substitute different values for A and $B$ and find

what F should be$.$ Try to remember what logic gates are equivalent to certain mathematical

operations!

Given below is the circuit diagram of the Boolean function: $F=(A+B)!+B$

$.$ Fill out the truth table for the function given from above: $(2$ points, $0\mathrm{.}5$ per correct $F$ output$)$

Truth table for $F=(A+B)!+B$

Note: The apostrophe symbol $(\text{'})$ or explanation point $(!)$ indicates a negation!

Remember what logic gate is used if the OR gate is being negated.