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CTJan27 Online Year 6 - Introduction to Binary Numbers

45:00
Complete All The Questions
  1. 1

    The decimal system (Base-10) uses how many unique symbols (digits)?

  2. 2

    The base-2 number system is commonly known as the:

  3. 3

    In the number $5432_{10}$, what is the place value corresponding to the digit $4$?

  4. 4

    Which of the following digits is the highest possible digit used in the Binary (Base-2) system?

  5. 5

    What is the positional weight of the third position from the right in a binary number? (The rightmost position is the $1^{\text{st}}$ position, which has weight $2^0$.)

  6. 6

    What is the place value represented by the fifth position from the right in a binary number (starting from $2^0$)?

  7. 7

    Calculate the value of $2^7$.

  8. 8

    In the binary place value system, which power of two corresponds to a value of 32?

  9. 9

    What is the value of $2^0$ in the binary place value system?

  10. 10

    The place values in the binary system are based on powers of which number?

  11. 11

    Consider the binary number $1000_2$. The '1' in this position represents which power of two?

  12. 12

    Which place values are used to represent the decimal number 5 in binary?

  13. 13

    Calculate the decimal value of the place represented by $2^{10}$.

  14. 14

    What is the decimal (denary) equivalent of the binary number $1011_2$?

  15. 15

    Convert the 5-bit binary number $10001_2$ to its decimal form.

  16. 16

    Find the decimal value of the 8-bit binary sequence $00001101_2$.

  17. 17

    The binary number $11000000_2$ represents which decimal number?

  18. 18

    Convert $10101010_2$ into decimal.

  19. 19

    What is the decimal equivalent of the binary number $111_2$?

  20. 20

    Identify the decimal representation of $10000_2$.

  21. 21

    Convert the binary number $0110_2$ to denary.

  22. 22

    Which decimal number corresponds to the maximum possible value for a 7-bit binary number, $1111111_2$?

  23. 23

    Calculate the decimal value of the binary number $10011_2$.

  24. 24

    Convert the binary number $(1101)_2$ into its equivalent decimal (denary) value.

  25. 25

    What is the denary value of the binary number $(01010)_2$?

  26. 26

    The binary representation $(100110)_2$ corresponds to which decimal number?

  27. 27

    Calculate the denary equivalent of the 8-bit binary number $(11111111)_2$.

  28. 28

    Convert $(1000001)_2$ to its denary form.

  29. 29

    What is the decimal equivalent of $(101)_2$?

  30. 30

    Find the denary value of $(110010)_2$.

  31. 31

    The binary number $(11011)_2$ converts to which decimal number?

  32. 32

    Which denary number is represented by $(0110100)_2$?

  33. 33

    What is the base of the decimal (denary) number system?

  34. 34

    How many unique digits are used in the binary number system?

  35. 35

    In the binary number system, what decimal value does the place value $2^3$ represent?

  36. 36

    What is the place value of the leftmost '1' in the binary number $1010_2$?

  37. 37

    Which power of two corresponds to the fifth position (counting from the right, starting at $2^0$) in a binary number?

  38. 38

    Convert the binary number $10_2$ to decimal (denary).

  39. 39

    Convert the binary number $101_2$ to decimal.

  40. 40

    Convert the binary number $111_2$ to decimal.

  41. 41

    Convert the binary number $1000_2$ to decimal.

  42. 42

    What is the decimal equivalent of the binary number $1101_2$?