Explanation of the subscripts

$23$h means $23$ hex. h is a subscript indicating that the number is hexadecimal. When you are working with multiple number bases, sometimes there is no way to tell the base of the number. For example:

$101$ could be binary, hex, octal or decimal.

$101$o $--$ octal $($o or $8$ means octal$)$

$101$b $--$ binary $($b or $2$ means binary$)$

$101$h$---$hex $(16$ or h means hex$)$

$101$d or just $101--$ decimal $($no subscript, d or $10$ means decimal$)$

Submit:

Either word document or a picture of the paper you did your work on$.$ You need to show your work for full credit. Writing down only the final answer will be considered wrong.

Also, if you do this homework by hand, please write clearly. If I cannot read it$,$ I will assume it is wrong.

What is the decimal representation of the each of the following unsigned binary numbers?

$11111000$

b$.11001010$

c$.11110000$

What is the hexadecimal representation of each of the following binary numbers?

$1100111101010111$

b$.0101110010101101$

c$.1001001111101011$

What is the binary representation of each of the following hexadecimal numbers?

a$.$E$5$B$6$AED$7$

b$.$ B$697$C$7$A$1$

c$.234$B$6$D$92$

What is the $16-$bit hexadecimal representation of each signed decimal number?

$-26$

$-452$

What is the decimal representation of the following signed binary numbers?

a$\mathrm{.}10110101$

b$.01001010$

c$.11110000$

Create a truth table to show all possible input and output for the Boolean function described by NOT $($A OR B$)$

Create a truth table to show all possible input and output for the Boolean function described by $($ NOT A AND NOT B$)$