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Mathematics
Estimation
Benchmarking
would you use 1000 as a benchmark to estimate the number of shoes in your classroom?
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Not unless you had 500 students in your room.
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would you use 1000 as a benchmark to estimate the number of shoes in your classroom?
Top answer:
No I probbally wouldnt. at most your probably have 25-30 students in your classrooms. SO the most is
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Would you use a benchmark of 1000 to estimate the number of shoes in your classroom? Explain
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Nope. 30 * 2 = 60
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Would you use a benchmark of 1,000 to estimate the number of shoes in your classroom? Explain.
Thank you Ms. Sue for your
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A benchmark is the mark by which all other numbers are judged. Your teacher is asking you if 1000
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Would you use a benchmark of 1,000 to estimate the number of shoes in your classroom? Explain.
Dont understand this you
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Let's say you have 25 people in the classroom. Each has two shoes. If 1,000 were the benchmark,
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make this answer shorter:
First, let's estimate 1012. The nearest benchmark value is 1000, which is 10^3. So we can write 1012 as
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Using benchmark values, the estimated value of 1012 - 38 is approximately 974.
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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
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The difference between the estimated value in Part A (974) and the actual value calculated in Part B
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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
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The difference between the estimate in Part A (11/24) and the actual value in Part B (11/24) is
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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
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To estimate 1012−38, we can use benchmark values for each number. First, let's estimate 1012. The
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Estimate 10/12 -3/8 using benchmark values. Your mud equation must show the estimate for each fraction of the final estimate for
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To estimate 10/12 - 3/8 using benchmark values, we can first simplify the fractions. 10/12 can be
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Estimate 10/12−3/8 using benchmark values. Your equation must show the estimate for each fraction and the final estimate for
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To estimate 10/12−3/8 using benchmark values, we can round the given fractions to the nearest
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