Answer :
To solve the problem of dividing 1658 by 25, we want to find both the quotient and the remainder. Let's break it down step-by-step:
1. Division for Quotient and Remainder:
- Divide 1658 by 25 to find the quotient. When you perform this division, you get a quotient of 66.
- Next, you calculate the remainder. The remainder is what's left over after dividing 1658 by 25. When you multiply 66 (the quotient) by 25, you get 1650. Subtract 1650 from 1658 to get a remainder of 8.
2. Expressing the Quotient as a Decimal:
- To express the division as a decimal, divide 1658 by 25. This division gives you a precise answer of 66.32.
So, for the division of 1658 by 25:
- The quotient is 66 with a remainder of 8.
- The quotient as a decimal is 66.32.
Therefore, the two answers that show the quotient and remainder of the division are:
- 66 with a remainder of 8
- 66.32 as a decimal quotient
1. Division for Quotient and Remainder:
- Divide 1658 by 25 to find the quotient. When you perform this division, you get a quotient of 66.
- Next, you calculate the remainder. The remainder is what's left over after dividing 1658 by 25. When you multiply 66 (the quotient) by 25, you get 1650. Subtract 1650 from 1658 to get a remainder of 8.
2. Expressing the Quotient as a Decimal:
- To express the division as a decimal, divide 1658 by 25. This division gives you a precise answer of 66.32.
So, for the division of 1658 by 25:
- The quotient is 66 with a remainder of 8.
- The quotient as a decimal is 66.32.
Therefore, the two answers that show the quotient and remainder of the division are:
- 66 with a remainder of 8
- 66.32 as a decimal quotient
