Which of the following is logically equivalent to $(p\wedge q)$ ?

The Boolean expression $P+\overline { P } Q$, where $P$ and $Q$ are the inputs of the logic circuit, represents  

Person who use boolean algebra for describing the operation of logic gates first was

In the binary number system, the number $100$ represents

Boolean algebra is essentially based on 

The Boolean algebra uses

The value of $\bar{1}$ +$\bar{1}$  is

What is the value of $A + \bar{A}$ in the Boolean algebra?

The binary number $1000$ represented by

Boolean algebra is essentially based on:

If $A=1, B=0,$ then in terms of Boolean algebra , $A+\overline {B}$ equals to 

Which of the following is/are correctly matched to their respective statement?

Which of the following statement(s) is/are correct regarding Boolean algebra?

Which of the following law(s) is/are included in Boolean algebra?

Fill in the blank.
The basic Laws of Boolean Algebra that relate to the _______ allowing a change in position for addition and multiplication.

What would be the output of the circuit whose boolean expression $Y=A\bar{B} +AB$ when A=1, B=0 ?

If $A=1$ and $B=0$, then in terms of Boolean algebra, $A+\bar{B}=$?

The decimal number $16$ in binary number is

The binary number of decimal number $(9.25)$$ _{10}$ is

Sum of the two binary number $(100010) _2$ and $(11011) _2$ is

Which one of the following gives the $2's$ complement of decimal number $13$?

The BCD code for the character A is