Problem Description:
The task involves solving division problems where a 3-digit dividend is divided by a 1-digit divisor, with the condition that there are no remainders. We need to solve each division problem and find the quotient.
Solution:
#### Step-by-Step Division:
1.
Problem 1: \( 4 \div 824 \)
- Divide 824 by 4.
- \( 824 \div 4 = 206 \)
- Quotient:
206
2.
Problem 2: \( 3 \div 456 \)
- Divide 456 by 3.
- \( 456 \div 3 = 152 \)
- Quotient:
152
3.
Problem 3: \( 6 \div 294 \)
- Divide 294 by 6.
- \( 294 \div 6 = 49 \)
- Quotient:
49
4.
Problem 4: \( 8 \div 496 \)
- Divide 496 by 8.
- \( 496 \div 8 = 62 \)
- Quotient:
62
5.
Problem 5: \( 7 \div 343 \)
- Divide 343 by 7.
- \( 343 \div 7 = 49 \)
- Quotient:
49
6.
Problem 6: \( 5 \div 840 \)
- Divide 840 by 5.
- \( 840 \div 5 = 168 \)
- Quotient:
168
7.
Problem 7: \( 6 \div 876 \)
- Divide 876 by 6.
- \( 876 \div 6 = 146 \)
- Quotient:
146
8.
Problem 8: \( 3 \div 342 \)
- Divide 342 by 3.
- \( 342 \div 3 = 114 \)
- Quotient:
114
9.
Problem 9: \( 5 \div 680 \)
- Divide 680 by 5.
- \( 680 \div 5 = 136 \)
- Quotient:
136
10.
Problem 10: \( 4 \div 936 \)
- Divide 936 by 4.
- \( 936 \div 4 = 234 \)
- Quotient:
234
11.
Problem 11: \( 9 \div 594 \)
- Divide 594 by 9.
- \( 594 \div 9 = 66 \)
- Quotient:
66
12.
Problem 12: \( 8 \div 952 \)
- Divide 952 by 8.
- \( 952 \div 8 = 119 \)
- Quotient:
119
Final Answers:
\[
\boxed{
\begin{array}{cccc}
1. & 206 & 2. & 152 \\
3. & 49 & 4. & 62 \\
5. & 49 & 6. & 168 \\
7. & 146 & 8. & 114 \\
9. & 136 & 10. & 234 \\
11. & 66 & 12. & 119 \\
\end{array}
}
\]
Parent Tip: Review the logic above to help your child master the concept of long division math worksheet.
