To estimate the value of \((590 \times 241) / 140\), we can first perform the multiplication and then the division:

1. **Estimate the Multiplication:**

\[
590 \times 241 \approx 590 \times 240 = 141,600
\]

2. **Estimate the Division:**

\[
\frac{141,600}{140} \approx 1,011.43
\]

So, the estimated value of \((590 \times 241) / 140\) is approximately **1,011.43**.

Would you like a detailed breakdown or have any questions?  

Here are some related questions that might interest you:

1. What is the exact value of \((590 \times 241) / 140\)?
2. How can you estimate more accurately by adjusting the rounding?
3. What are some methods for quick mental math for multiplication and division?
4. How does estimation differ from finding an exact value in mathematics?
5. Can this estimation technique be applied to other complex calculations?

**Tip:** When estimating, rounding numbers to the nearest tens or hundreds can simplify calculations while still providing a reasonably accurate result.

Discover how to estimate the value of (590 × 241) ÷ 140 by rounding numbers for faster calculations. Learn the key techniques of estimation, multiplication, and division, with an example solution that simplifies the process. This problem is ideal for students in Grades 6-8.

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