Final answer:
To convert 625 to base 8, repeatedly divide the number by 8 and keep track of remainders. The resulting base 8 representation is 91A.
Step-by-step explanation:
To convert 62510 to base 8, we need to repeatedly divide the number by 8 and keep track of the remainders. Start by dividing 625 by 8, which gives a quotient of 78 and a remainder of 1. The remainder becomes the least significant digit in the base 8 representation. Repeat the process with the quotient, dividing 78 by 8, which gives a quotient of 9 and a remainder of 10. Convert the remainder 10 to the symbol 'A' in base 8. The least significant digit is now 'A' and the quotient 9 becomes the next digit. Since there are no more quotients, the resulting base 8 number is 91A8.