Question
The base 10 number 18 is equal to which base 16 number?(1 point)Responses10101212141416
Answers
GPT-4o mini
To convert the base 10 number 18 to base 16, we can divide the number by 16 and record the quotient and remainder:
1. Divide 18 by 16:
- Quotient: 1
- Remainder: 2
Since the quotient is 1 and the remainder is 2, we can express this in base 16 as:
- The quotient \( 1 \) is equivalent to \( 1 \) in base 16.
- The remainder \( 2 \) is just \( 2 \) in base 16.
So, combining both, we find that the base 16 representation of the base 10 number 18 is \( 12 \).
Therefore, the base 10 number 18 is equal to **12** in base 16.
1. Divide 18 by 16:
- Quotient: 1
- Remainder: 2
Since the quotient is 1 and the remainder is 2, we can express this in base 16 as:
- The quotient \( 1 \) is equivalent to \( 1 \) in base 16.
- The remainder \( 2 \) is just \( 2 \) in base 16.
So, combining both, we find that the base 16 representation of the base 10 number 18 is \( 12 \).
Therefore, the base 10 number 18 is equal to **12** in base 16.