Convert from base 10 to the indicated base.
2500 to base 14
I got CA8 to the base of 14. Is that correct?
http://pages.swcp.com/~spsvs/resume/BaseConversion/BaseConversion.html
Yes.
To convert a number from base 10 to another base, you need to divide the number repeatedly by the desired base and keep track of the remainders until the quotient becomes zero.
Let's convert 2500 to base 14:
1. Divide 2500 by 14:
- The quotient is 178.
- The remainder is 8.
2. Divide 178 by 14:
- The quotient is 12.
- The remainder is 10. (Because the remainder 10 corresponds to the digit A in base 14)
3. Divide 12 by 14:
- The quotient is 0.
- The remainder is 12. (Because the remainder 12 corresponds to the digit C in base 14)
Now, you can read the remainders in reverse order to obtain the converted number: CA8 in base 14.
So, you are correct! The number 2500 in base 10 is equivalent to CA8 in base 14.