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How do you round three significant digits 307.45 cm?
It is 307 cm.
How do you round a number to the nearest thousand?
If the last three digits of any number are equal to or greater than 500, then you round up to the nearest 1000. For example, the number 2573 rounds up to 3000. If the last three digits of any number are equal to or less than 499, then you round down to the nearest 1000. For example, the number 2473 rounds down to 2000. This assumes you are 'rounding up' which is the usual meaning of 'rounding'
What do 4.746 round to?
The answer depends on how many digits you wish to round to.
How many digits are in 600?
Three of them.
What is 1467 rounded to three significant figures?
To round 1467 to three significant figures, we start counting from the left until we have three digits: 1, 4, and 6. The digit after the third significant figure is 7, which is greater than or equal to 5, so we round up the last significant figure. Therefore, 1467 rounded to three significant figures is 1470.
Round 2.00457 to three significant digits?
2.005
How would you round 2.44501 grams to three digits?
2.45
Round off 16.275 to three significant digits?
16.3
Round off 0.00184500 cm to three significant digits?
0.00185
What is the answer to Round off 2.33501 grams to three digits?
2.34 grams
1 Round off this number to three significant digits 31.506?
31.5
Round off 6.7050 to three significant digits?
6.71 is 6.7050 is rounded to three significant figures.
How do you round three significant digits 307.45 cm?
It is 307 cm.
If you were to round off the measurement 2.33501 grams to three digits you would get?
2.34 grams
Which three digits number round to 500 when rounded to the nearest hundreds?
500
What is the syntax for the ROUND function in MS Excel?
=ROUND(Number, Number of Digits) Number is the number you are trying to round. Number of Digits is the amount of digits you want to round it to. So for example: =ROUND(41.98662,3) That will give you 41.987 as the answer.
How do you round 0.009941 to three significant digits?
0.00994 Note that all leading zeroes are non-significant.
