Division with remainders worksheet with ten problems to solve.

Problem: Solve each division problem with remainders.

The task involves performing division for each given problem and expressing the result in the form of a quotient and a remainder. The general format for division with remainders is:

\[
\text{Dividend} \div \text{Divisor} = \text{Quotient} \, \text{R} \, \text{Remainder}
\]

Where:
- Dividend: The number being divided.
- Divisor: The number by which the dividend is divided.
- Quotient: The result of the division (whole number part).
- Remainder: The leftover part after division.

Let's solve each problem step by step.

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Problem 1: \( 4 \div 733 \)

1. Divide 733 by 4:
- \( 733 \div 4 = 183 \) (quotient)
- Remainder: \( 733 - (4 \times 183) = 733 - 732 = 1 \)

Answer: \( 183 \, \text{R} \, 1 \)

---

Problem 2: \( 2 \div 799 \)

1. Divide 799 by 2:
- \( 799 \div 2 = 399 \) (quotient)
- Remainder: \( 799 - (2 \times 399) = 799 - 798 = 1 \)

Answer: \( 399 \, \text{R} \, 1 \)

---

Problem 3: \( 8 \div 777 \)

1. Divide 777 by 8:
- \( 777 \div 8 = 97 \) (quotient)
- Remainder: \( 777 - (8 \times 97) = 777 - 776 = 1 \)

Answer: \( 97 \, \text{R} \, 1 \)

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Problem 4: \( 2 \div 657 \)

1. Divide 657 by 2:
- \( 657 \div 2 = 328 \) (quotient)
- Remainder: \( 657 - (2 \times 328) = 657 - 656 = 1 \)

Answer: \( 328 \, \text{R} \, 1 \)

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Problem 5: \( 3 \div 589 \)

1. Divide 589 by 3:
- \( 589 \div 3 = 196 \) (quotient)
- Remainder: \( 589 - (3 \times 196) = 589 - 588 = 1 \)

Answer: \( 196 \, \text{R} \, 1 \)

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Problem 6: \( 7 \div 225 \)

1. Divide 225 by 7:
- \( 225 \div 7 = 32 \) (quotient)
- Remainder: \( 225 - (7 \times 32) = 225 - 224 = 1 \)

Answer: \( 32 \, \text{R} \, 1 \)

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Problem 7: \( 2 \div 555 \)

1. Divide 555 by 2:
- \( 555 \div 2 = 277 \) (quotient)
- Remainder: \( 555 - (2 \times 277) = 555 - 554 = 1 \)

Answer: \( 277 \, \text{R} \, 1 \)

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Problem 8: \( 9 \div 453 \)

1. Divide 453 by 9:
- \( 453 \div 9 = 50 \) (quotient)
- Remainder: \( 453 - (9 \times 50) = 453 - 450 = 3 \)

Answer: \( 50 \, \text{R} \, 3 \)

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Problem 9: \( 3 \div 782 \)

1. Divide 782 by 3:
- \( 782 \div 3 = 260 \) (quotient)
- Remainder: \( 782 - (3 \times 260) = 782 - 780 = 2 \)

Answer: \( 260 \, \text{R} \, 2 \)

---

Problem 10: \( 5 \div 321 \)

1. Divide 321 by 5:
- \( 321 \div 5 = 64 \) (quotient)
- Remainder: \( 321 - (5 \times 64) = 321 - 320 = 1 \)

Answer: \( 64 \, \text{R} \, 1 \)

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Final Answers:

\[
\boxed{
\begin{aligned}
1. & \, 183 \, \text{R} \, 1 \\
2. & \, 399 \, \text{R} \, 1 \\
3. & \, 97 \, \text{R} \, 1 \\
4. & \, 328 \, \text{R} \, 1 \\
5. & \, 196 \, \text{R} \, 1 \\
6. & \, 32 \, \text{R} \, 1 \\
7. & \, 277 \, \text{R} \, 1 \\
8. & \, 50 \, \text{R} \, 3 \\
9. & \, 260 \, \text{R} \, 2 \\
10. & \, 64 \, \text{R} \, 1 \\
\end{aligned}
}
\]