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How do you round to the nearest nonzer place?
0.64
159.45
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nonzer place?
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Round to the nearest place value. Enter your answers in the boxes.
(1 point) Round to the nearest hundreds place. 10,345 Question
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10,400 (rounded to the nearest hundreds place) 13,000 (rounded to the nearest thousands place)
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Round each decimal to the place value stated and enter the value in the box.
a. Round 3.892 to the nearest tenth. 3.900 b. Round
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c. 125
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Round each decimal to the place value stated and enter the value in the box.
(1 point) a. Round 3.892 to the nearest tenth.
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a. 3.9 b. 5.42 c. 125
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My math book has this statement:
"Describe how to use a Ten-Thousand Square to round numbers to the nearest 1000?" Is this the
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Yes, that's the rule for rounding, but I've never heard of "Ten-Thousand Square"...
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Find the mean absolute deviation of the following dataset. Round your answer to the nearest tenth.
204, 211, 216, 300, 426, 567,
Top answer:
First, find the mean of the dataset: (204 + 211 + 216 + 300 + 426 + 567 + 680) / 7 = 338.1 Next,
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Find the mean absolute deviation of the following data set round your answer to the nearest tenth 204, 211, 216, 300, 426, 567,
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The mean absolute deviation is the average of the absolute differences between each data point and
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Find the main absolute deviation of the following data set round your answer to the nearest tenth 204, 211, 216, 300, 426, 567,
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To find the main absolute deviation of a data set, we first need to find the mean of the data set.
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18 Estimate 8128 /18 by first rounding each number so that it has only nonzero digit.
20. Find the digits in the tens place, in
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Please only post your questions once. Repeating posts will not get a quicker response. In addition,
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387,422 round to the nearest thousand
124,607 round to the nearest ten thousand 111,022 round to the nearest hundred 276,431
Top answer:
387,422 = 387,000 124,607 = 120,000 I'll be glad to check your answers for the last two problems.
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Complete the chart to find the mean, variance and standard deviation. Remember to use commas and round numbers to the nearest
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To find the mean, variance, and standard deviation, you need to follow these steps: Step 1:
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