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0

1. 1

2. 10

3. 11

4. 100

5. 101

6. 110

7. 111

8. 1000

9. 1001

10. 1010

11. 1011

12. 1100

13. 1101

14. 1110

15. 1111

16. 10000

17. 10001

18. 10010

19. 10011

20. 10100

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Related Questions

What numbers are in involved in binary code?

1 & 0 ......


What Numbers that computers use to store and process data?

BINARY


What is the binary code for eleven?

The binary code for eleven is 1011. 1011 = 23 + 21 + 20 = 8 + 2 + 1


Which number would you find in a binary code?

The numbers used in the binary number system are 1 and 0


What number would you find in a binary code?

The binary system of numbers is based on the numerals 1 and 0


What does the two numbers in the binary code express in the flow of electricity?

1 and 0


What are binary telephone signals?

Telephone signals that are made from the binary code, which originates from the base two numbers 0 and 1


What 2 numbers are used in the binary code for computers?

Not 2 numbers - 2 digits. The digits 0 and 1.


What are the binary codes for numbers 1 to 20?

The binary numbers from 1 to 20 are...1 = 12 = 103 = 114 = 1005 = 1016 = 1107 = 1118 = 10009 = 100110 = 101011 = 101112 = 110013 = 110114 = 111015 = 111116 = 1000017 = 1000118 = 1001019 = 1001120 = 10100


What are the numbers in binary?

The only numbers used in binary are 0 and 1


How does ten equal two?

5 multiplied by 2 is 10Answer:Consider the joke: There are 10 kinds of people in the world those who understand binary and those that don't.Binary uses powers of 2 to express numbers. Thus 20=1,21=2, 22=4 and so on (numbers shown in decimal). This is expressed as strings of numbers using either 0 or 1. Thus 0(binary) =0 (deciamal). 1(Binary)=1 (decimal) or 20, 10(binary)=2(decimal) or 21, 11=3 (decimal) =10+1(binary) = 21+20 and so on.


What is the name of using the numbers 0 and 1 into a code?

The use of the numbers 0 and 1 in coding is called binary code. Binary code is the fundamental language of computers and digital systems, representing data and instructions using two states: off (0) and on (1). Each binary digit, or bit, can combine to form larger units of data, allowing for complex information processing and storage.