Using three bits, show the binary counting sequence from $000$ to $111.$

What is the maximum number that we can count up to using $10$ bits?

How many bits are needed to count up to a maximum of $511?$

Convert these binary numbers to decimal.

$($a$)10110$

$($b$)100100001001$

$($c$)11111111$

Convert the following decimal values to binary.

$($a$)37$

$($b$)189$

$($c$)77$

What is the largest decimal value that can be represented by an eight$-$bit binary number?

Convert each hex number to its decimal equivalent.

$($a$)743$

$($b$)37FD$

$($c$)165$

Convert each of the following decimal numbers to hex.

$($a$)59$

$($b$)919$

$($c$)65,536$

Convert each of the hex numbers is problem $8$ to its equivalent binary.

List the hex numbers in sequence from ${280}_{16}$ to $2A{0}_{16}.$