Answer :
To solve the division problem [tex]\(14013 \div 692\)[/tex], we need to find both the quotient and the remainder.
1. Divide: Start by dividing 14013 by 692. Determine how many times 692 can fit into 14013.
2. Calculate the Quotient: After dividing, you'll find that 692 fits into 14013 a total of 20 times evenly, meaning 20 is the quotient.
3. Determine the Remainder: To find the remainder, multiply 692 by the quotient (20) and subtract the result from 14013.
[tex]\[
692 \times 20 = 13840
\][/tex]
[tex]\[
14013 - 13840 = 173
\][/tex]
So, the remainder is 173.
Putting it all together, when you divide 14013 by 692, you get a quotient of 20 and a remainder of 173. Thus, the answer is:
C. 20 r 173.
1. Divide: Start by dividing 14013 by 692. Determine how many times 692 can fit into 14013.
2. Calculate the Quotient: After dividing, you'll find that 692 fits into 14013 a total of 20 times evenly, meaning 20 is the quotient.
3. Determine the Remainder: To find the remainder, multiply 692 by the quotient (20) and subtract the result from 14013.
[tex]\[
692 \times 20 = 13840
\][/tex]
[tex]\[
14013 - 13840 = 173
\][/tex]
So, the remainder is 173.
Putting it all together, when you divide 14013 by 692, you get a quotient of 20 and a remainder of 173. Thus, the answer is:
C. 20 r 173.
