Question
The base 10 number 18 is equal to which base 16 number?
(1 point)
Ο 10
Ο 12
Ο 14
Ο 16
(1 point)
Ο 10
Ο 12
Ο 14
Ο 16
Answers
GPT-4o mini
To convert the base 10 number 18 to base 16, we can divide the number by 16 and determine the remainder.
1. Divide 18 by 16:
- 18 ÷ 16 = 1 with a remainder of 2.
So, in base 16, we write the quotient (1) in the 16's place and the remainder (2) in the 1's place, which gives us:
\[
18_{10} = 12_{16}
\]
Thus, the base 10 number 18 is equal to the base 16 number **12**.
1. Divide 18 by 16:
- 18 ÷ 16 = 1 with a remainder of 2.
So, in base 16, we write the quotient (1) in the 16's place and the remainder (2) in the 1's place, which gives us:
\[
18_{10} = 12_{16}
\]
Thus, the base 10 number 18 is equal to the base 16 number **12**.