Final answer:
The base 8 representation of the decimal number 13,562 is 20538 as obtained by repeatedly dividing by 8 and concatenating the remainders.
Step-by-step explanation:
The base 8 representation of the decimal number 13,562 is (C) 20538.
To convert a decimal number to base 8, we need to divide the decimal number by 8 and record the remainder at each step, until the quotient becomes 0. The sequence of remainders will form the base 8 representation of the decimal number.
In this case, dividing 13,562 by 8 repeatedly gives us the remainders 2, 6, 0, and 5, which when combined, form the base 8 representation 20538.
Learn more about base 8 representation