The inventory of a shop is represented in binary by a series of numbers that are each unique. How many bits in each binary sequence are required if the store stocks between seventy-five and one hundred items?

Each item in a store's inventory is assigned a unique binary sequence using binary numerals. If the shop has between 75 and 100 goods in its inventory, what is the minimum amount of bits necessary for each binary sequence?

How should we compare floating point numbers for equality? Why?

Create a 4-bit by 3-bit binary multiplier that multiplies a 4-bit number by a 3-bit number. Note: The 4-bit number should be the multiplicand and the 3-bit number should be the multiplier.

When using signed integers, the largest positive number that can be placed in one byte is

Generate the binary sequence for each decimal sequence:a.    0 through 7                                  b.    32 through 36

The following is a quantity represented in base-8 (octal). What is its representation in base-10 (decimal)? (The right-most digit is still the one's place, the next is the 8s place, ...) 772

A store uses binary numbers to assign a unique binary sequence to each item in its inventory. What is the mimimum number of bits required for each binary sequence if the store has between 75 and 100 items in its inventory?

A computer "nibble" consists of four "bits," each bit being either a 0 or a 1. If characters are represented using a code that uses a nibble for each character, how many different characters can be represented?

Why must you be careful when comparing floating-point values for equality?