CS: Hexadecimal Numbers: Base 16 Explained
Practice reading, converting, and using base 16 numbers
Practice reading, converting, and using base 16 numbers
CS - Grade 6-8
- 1
Hexadecimal is a base 16 number system. List all 16 symbols used in hexadecimal, in order from smallest to largest.
- 2
Write the decimal value of each hexadecimal digit: A, B, C, D, E, and F.
- 3
Convert the hexadecimal number 2F to decimal. Show the place values you used.
- 4
Convert the hexadecimal number 3A to decimal.
- 5
Convert the hexadecimal number 7C to decimal.
- 6
Convert the decimal number 26 to hexadecimal.
- 7
Convert the decimal number 63 to hexadecimal.
- 8
Convert the decimal number 100 to hexadecimal.
- 9
Complete the table by converting each 4-bit binary value to one hexadecimal digit: 0000, 0001, 1010, 1111.
- 10
Convert the binary number 1101 0110 to hexadecimal by grouping the bits into two 4-bit groups.
- 11
Convert the hexadecimal number 4B to binary. Write each hexadecimal digit as 4 bits.
- 12
A web color is written as #FF0000. In this format, the first two hexadecimal digits are red, the next two are green, and the last two are blue. Which color channel has the highest value?
- 13
A memory address is written as 0x1C. The prefix 0x means the number is hexadecimal. What is 0x1C in decimal?
- 14
Choose the larger value: hexadecimal 2A or decimal 35. Explain your answer.
- 15
A byte is 8 bits, and it can be written as two hexadecimal digits. What is the largest value of one byte in hexadecimal, and what is that value in decimal?
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