To estimate, you round the number to the nearest 10 and add, subtract, divide, or multiply. If the number is a decimal (ex. 12.132), you would round it to 12, and then round that to 10.
The difference between 3300 and 3264 is 36, which is greater than the difference between 3264 and 3200, which is 64. So, the nearest 100 is 3300.
It is rounded to the nearest thousandth so runding to the nearest millionth makes no difference. If you want to show that the number is ACCURATE to the nearest millionth, you could write it as: 4.613000
46.78-18.55 and estimate each sum or difference = 28.23
Round off to the nearest cent, means round off to the nearest hundredths or round off to two decimal.
431-115
Estimate each difference means to estimate the numbers that they give you estimate means round to the nearest 10 like if 24 and you have to round it it will be 20 if the number is 25 which is in the middle than it will be the number upper which is 30
To estimate 44.25, you can round the number to the nearest whole number, which is 44. You can also round it to the nearest tenth, which is 44.3. Another way to estimate is to round it to the nearest hundredth, which is 44.25 itself. Each of these methods provides a different level of precision in estimation.
round to the nearest whole # after estimating the square root
To the nearest integer, it is 3813. To the nearest million, it is 0.
To the nearest 100 it is 700
An Estimate is basically a guess. Rounding is when you have an answer and you shorten the answer to a given number of digits. eg $27482 would round to $27500 to the nearest hundred dollars.
She should round to the nearest hundred. why?
9.7 - 3.5 = 6.2
I think you round it to the nearest whole number...
An estimate is an educated guess. Approximate and round off mean "about".
In mathematics, an estimate is an approximation of a value based on available information. To estimate 15, you can round it to the nearest whole number, which is also 15. Another way to estimate 15 is to round it to the nearest multiple of 10, which would be 20. Both of these estimates provide a close approximation of the value of 15.