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Why are the estimates of 6/10 x 18 shown below different? Is one estimate better than the other?
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What is shown below?
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Jenna lives 4 3/10 miles from school, she estimates that she travels 4 x2x5 or 40 miles each week. Is her estimate an over
Top answer:
You're right. It's an under estimate. She lives a little more than 4 miles from school. Therefore
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Suzies flower shop estimates that supplies cost for one month will be given by the polynomial 3x^2+7x-3.
She estimates the
Top answer:
Add the two 3x^2 + 7x - 3 + 5x + 2 = ?
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Suzie’s flower shop estimates that supplies costs for one month will be given by the polynomial 2x2 + 14x – 9. She estimates
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(2X^2 + 14X -9) + (12 - 3), 2X^2 + 26X - 12, 2(X^2 + 13X -6).
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How can we estimated the future earning capacity of an enterprise?
Crystal Ball? The key here is estimate. Anyone can estimate.
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Estimating the future earning capacity of an enterprise can be challenging and involves a
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Suzie’s flower shop estimates that supplies costs for one month will be given by the polynomial 5x2 + 4x – 7. She estimates
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Just add the two costs: 5x^2 + 4x - 7 + 8x + 8 =?
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use the range strategy to estimate each of the following. Explain how you arrived at your estimates. a) 22*38 b)145+678 c)278+36
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To estimate each of the following calculations using the range strategy, we can break down the
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oliver estimates 259 + 372 by rounding each number to the nearest 10, what is olivers estimate of the sum
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To estimate the sum by rounding each number to the nearest 10, we need to round 259 and 372 to the
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Coldfoot Corp. estimates that its 20-1 income tax will be $74,000. Based on this estimate, it will make four quarterly payments
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To calculate the estimated quarterly tax payments made by Coldfoot Corp., we need to divide the
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Estimate the length of a baseball bat and mass of a baseball in SI units. How can you check how close your estimates are? Please
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You need the mass of the bat and the length in some-type of units. Or you need information that will
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Which most closely estimates the product shown?
835×449×613×178
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the one closest to 40,908,475,310
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Part A Estimate 1012−38 using benchmark values. Your equation must show the estimate for each fraction and the final estimate