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What is the estimated sum of 674 and 213?
The estimated sum of 674 and 213 can be calculated by rounding each number to the nearest hundred. Rounding 674 to 700 and 213 to 200 gives an estimated sum of 700 + 200, which equals 900. Therefore, the estimated sum is approximately 900.
What can you say about your estimated sum when you decrease both addends when rounding to add?
The Answer will be lower the the actual sum
What is the estimated sum of 7.09 minus 5.11?
1.98 is the sum
What is a good comparison of the estimated sum and the actual sum of 7 and 7 8ths plus 2 and 11 12ths?
The estimated sum is 11 The actual sum is 10 and 19/24
Which is a good comparison of the estimated sum and the actual sum of 7 and seven eighths plus 2 and eleven twelves?
The estimated sum is 11. The actual sum is 10 and 19/24
What is the actual sum and the estimated sum of 3874 1845?
3874 + 1845 = 5719 is the actual sum. I'm not sure where the 'estimated sum' comes into it.
What is the estimated sum of 7.09 minus 5.11?
1.98 is the sum
What can you say about your estimated sum when you decrease both addends when rounding to add?
The Answer will be lower the the actual sum
What is a good comparison of the estimated sum and the actual sum of 7 and 7 8ths plus 2 and 11 12ths?
The estimated sum is 11 The actual sum is 10 and 19/24
Which is a good comparison of the estimated sum and the actual sum of 7 and seven eighths plus 2 and eleven twelves?
The estimated sum is 11. The actual sum is 10 and 19/24
What is the estimated sum of 532786 and 792654?
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WHAT is the estimated sum of 549986 and 345100?
The sum of 549,986 and 345,100 is 895,086.
What is the estimated sum of 10985?
bruh
Estimate by rounding to the nearest ten. Then, find the sum.221122plus+33554455__The estimated sum is nothing.?
Estimate by rounding to the nearest ten.​ Then, find the sum.221122plus+33554455​_​_The estimated sum is nothing.
What is the estimated sum of 936 plus 875?
1800
What is a good comparision of the estimated sum and the actual sum of 7 a plus 2 s's?
14
What is a good comparison of the estimated sum and actual sum of fractions?
A good comparison is the percentage error.
