When a flip$-$flop operates in step with a $q,$

A$)$ Clock its operation is synchronous.

C$)$ Timer

B$)$ Logic gate

D$)$ Register

When the $R$ and $S$ input are both $0$ causing both outputs to go high;$-$this is called a $q,$ for the flip$-$flop.

A$)$ Reset condition

B$)$ Hold condition

C$)$ Toggle condition

D$)$ Prohibited state

C$)$ Low inputs

D$)$ Asynchronous inputs

Ins mage illustrates:

A$)$ Negative edge$-$triggered D flip$-$flop

B$)$ A positive edge$-$triggered D flip$-$flop

C$)$ A master $/$ slave D flip$-$flop

D$)$ A level triggered D flip$-$flop

Which of the following could be a Boolean expression for a three$-$input AND gate?

A$)A+B+C=Y$

B$)A**B**C=Y$

C$)A**B=Y$

D$)A+B**C=Y$

The fan$-$out of a digital IC is the number of $q,$ that can be driven by the gates output.

A$)$ Logic probes

B$)$ Drive Capabilities

C$)$ Standard Inputs

D$)$ Analog Inputs

From a truth table, an unsimplified Boolean expression can be generated. What method can be used to simplify?

A$)$ Conversion Tables

B$)$ De Morgan's theorems

C$)$ Karnaugh map

D$)$ None of the Above