To estimate the expression \( 11 \times 603 - 3 \times 240 \) and compare it to \( 519 \), we can round the numbers to make the calculations simpler.
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Estimate \( 11 \times 603 \):
- Round \( 603 \) to \( 600 \).
- So, \( 11 \times 603 \) can be estimated as \( 11 \times 600 \).
- Calculating this, \( 11 \times 600 = 6600 \).
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Estimate \( 3 \times 240 \):
- Round \( 240 \) to \( 240 \) (no rounding needed, but we can keep it as is).
- So, \( 3 \times 240 \) is \( 720 \).
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Combine the estimates:
- Now plug the estimates back into the expression: \[ 6600 - 720 = 5880. \]
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Compare with \( 519 \):
- Our estimated result of \( 5880 \) is significantly larger than \( 519 \).
Conclusion:
The left side of the equation \( 11 \times 603 - 3 \times 240 \) estimates to approximately \( 5880 \), which is much greater than \( 519 \). Thus, the statement \( 11 \times 603 - 3 \times 240 = 519 \) is not true.