Choose the correct answer that shows the base 10 number 23 in binary form.
10111
To convert the base 10 number 23 into binary form:
Step 1: Divide 23 by 2.
- Quotient: 11
- Remainder: 1
Step 2: Divide the quotient 11 by 2.
- Quotient: 5
- Remainder: 1
Step 3: Divide the new quotient 5 by 2.
- Quotient: 2
- Remainder: 0
Step 4: Divide the updated quotient 2 by 2.
- Quotient: 1
- Remainder: 1
Step 5: Divide the last quotient 1 by 2.
- Quotient: 0
- Remainder: 1
Now, read the remainders from bottom to top: 10111
Therefore, the binary form of the base 10 number 23 is 10111.