KB Multiply in columns - 2 digit by 2 digit Grade 4 Multiplication Worksheet Find the product. 1. $$ \begin{array}{r} 35 \ \times \quad 97 \ \hline 3,395 \end{array} $$ 4. $$ \begin{array}{r}53 \ \times \quad 95 \ \hline\end{array} $$ 2. $$ \begin{array}{r}36 \ \times \quad 20 \ \hline\end{array} $$ $$ \qquad $$ 5. $$ \begin{array}{r}71 \ \times \quad 74 \ \hline\end{array} $$ $$ \qquad $$ 6. $$ \begin{array}{r}74 \ \times \quad 11 \ \hline\end{array} $$ $$ \begin{array}{r}19 \ \times \quad 77 \ \hline\end{array} $$ 8. $$ \begin{array}{r} 96 \ \times \quad 58 \ \hline \end{array} $$ 9. $$ \begin{array}{r} 68 \ \times \quad 17 \ \hline \end{array} $$

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Let's solve each multiplication problem step by step, using the column multiplication method.

### Problem 1: $$ 35 \times 97 $$

1. **Multiply 35 by 7 (the units digit of 97)**:
   $$
   35 \times 7 = 245
   $$
2. **Multiply 35 by 9 (the tens digit of 97), and remember to add a zero since it's in the tens place**:
   $$
   35 \times 9 = 315 \quad \text{(write as 3150)}
   $$
3. **Add the two results together**:
   $$
   245 + 3150 = 3395
   $$

### Problem 2: $$ 36 \times 20 $$

1. **Multiply 36 by 0 (the units digit of 20)**:
   $$
   36 \times 0 = 0
   $$
2. **Multiply 36 by 2 (the tens digit of 20), and remember to add a zero**:
   $$
   36 \times 2 = 72 \quad \text{(write as 720)}
   $$
3. **Add the two results together**:
   $$
   0 + 720 = 720
   $$

### Problem 3: $$ 53 \times 95 $$

1. **Multiply 53 by 5 (the units digit of 95)**:
   $$
   53 \times 5 = 265
   $$
2. **Multiply 53 by 9 (the tens digit of 95), and remember to add a zero**:
   $$
   53 \times 9 = 477 \quad \text{(write as 4770)}
   $$
3. **Add the two results together**:
   $$
   265 + 4770 = 5035
   $$

### Problem 4: $$ 71 \times 74 $$

1. **Multiply 71 by 4 (the units digit of 74)**:
   $$
   71 \times 4 = 284
   $$
2. **Multiply 71 by 7 (the tens digit of 74), and remember to add a zero**:
   $$
   71 \times 7 = 497 \quad \text{(write as 4970)}
   $$
3. **Add the two results together**:
   $$
   284 + 4970 = 5254
   $$

### Problem 5: $$ 74 \times 11 $$

1. **Multiply 74 by 1 (the units digit of 11)**:
   $$
   74 \times 1 = 74
   $$
2. **Multiply 74 by 1 (the tens digit of 11), and remember to add a zero**:
   $$
   74 \times 1 = 74 \quad \text{(write as 740)}
   $$
3. **Add the two results together**:
   $$
   74 + 740 = 814
   $$

### Problem 6: $$ 19 \times 77 $$

1. **Multiply 19 by 7 (the units digit of 77)**:
   $$
   19 \times 7 = 133
   $$
2. **Multiply 19 by 7 (the tens digit of 77), and remember to add a zero**:
   $$
   19 \times 7 = 133 \quad \text{(write as 1330)}
   $$
3. **Add the two results together**:
   $$
   133 + 1330 = 1463
   $$

### Problem 7: $$ 96 \times 58 $$

1. **Multiply 96 by 8 (the units digit of 58)**:
   $$
   96 \times 8 = 768
   $$
2. **Multiply 96 by 5 (the tens digit of 58), and remember to add a zero**:
   $$
   96 \times 5 = 480 \quad \text{(write as 4800)}
   $$
3. **Add the two results together**:
   $$
   768 + 4800 = 5568
   $$

### Problem 8: $$ 68 \times 17 $$

1. **Multiply 68 by 7 (the units digit of 17)**:
   $$
   68 \times 7 = 476
   $$
2. **Multiply 68 by 1 (the tens digit of 17), and remember to add a zero**:
   $$
   68 \times 1 = 68 \quad \text{(write as 680)}
   $$
3. **Add the two results together**:
   $$
   476 + 680 = 1156
   $$

### Summary of Products:
1. $$ 35 \times 97 = 3395 $$
2. $$ 36 \times 20 = 720 $$
3. $$ 53 \times 95 = 5035 $$
4. $$ 71 \times 74 = 5254 $$
5. $$ 74 \times 11 = 814 $$
6. $$ 19 \times 77 = 1463 $$
7. $$ 96 \times 58 = 5568 $$
8. $$ 68 \times 17 = 1156 $$
Here are the products for each multiplication problem: 1. $$ 35 \times 97 = 3,395 $$ 2. $$ 36 \times 20 = 720 $$ 3. $$ 53 \times 95 = 5,035 $$ 4. $$ 71 \times 74 = 5,254 $$ 5. $$ 74 \times 11 = 814 $$ 6. $$ 19 \times 77 = 1,463 $$ 7. $$ 96 \times 58 = 5,568 $$ 8. $$ 68 \times 17 = 1,156 $$

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