23.4 x 14










7.895 + 3.4










0.0945 x 1.47







0.005 - 0.0007




7.895 / 34










0.2 / 0.0005




350.0 - 200










27.68 - 14.369

3.08 x 5.2













0.0036 x 0.02







4.35 x 2.74 x 3.008







35.7 x 0.78 x 2.3

3.76 / 1.62










0.075 / 0.030


Here are the solutions to each of the calculations:

1. **23.4 × 14**  
   \( = 327.6 \)

2. **7.895 + 3.4**  
   \( = 11.295 \)

3. **0.0945 × 1.47**  
   \( = 0.138915 \)

4. **0.005 - 0.0007**  
   \( = 0.0043 \)

5. **7.895 ÷ 34**  
   \( \approx 0.2322 \)

6. **0.2 ÷ 0.0005**  
   \( = 400 \)

7. **350.0 - 200**  
   \( = 150 \)

8. **27.68 - 14.369**  
   \( = 13.311 \)

9. **3.08 × 5.2**  
   \( = 16.016 \)

10. **0.0036 × 0.02**  
    \( = 0.000072 \)

11. **4.35 × 2.74 × 3.008**  
    \( = 35.82832 \)

12. **35.7 × 0.78 × 2.3**  
    \( = 64.0698 \)

13. **3.76 ÷ 1.62**  
    \( \approx 2.32099 \)

14. **0.075 ÷ 0.030**  
    \( = 2.5 \)

Would you like further details on any of these calculations?

Here are 5 related questions you might be interested in:

1. How do you multiply numbers with decimals?
2. How is division of decimals different from whole numbers?
3. What are the steps for performing subtraction with decimals?
4. What is the significance of precision in decimal multiplication?
5. How does one perform multiplication and division with large numbers?

**Tip:** When multiplying or dividing decimals, it’s often helpful to consider how many decimal places are in each number to ensure accuracy in the final result.

Explore various mathematical operations with decimals, including multiplication, addition, subtraction, and division. Get detailed solutions to problems like 23.4 × 14, 7.895 + 3.4, and more. Perfect for students learning decimal arithmetic in Grades 5-8.

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