Additional examples are adjusted to the entries in an automated way - we cannot guarantee that they are correct.
So then you always get just the one thing before the decimal place.
Those percent changes will continue to be published to one decimal place.
Do the rest of the decimal places have any meaning?
The result is to be expressed to at least one decimal place.
It's all a matter of how many decimal places you round these off to.
Other than now I can be precise to five decimal places.
It's either fifteen decimal places to the left or to the right.
However, how, when, and where the first decimal place value system was invented is not so clear.
However, this answer is only accurate to four decimal places.
The general picture obtained for decimal place value is not a very happy one.
A computer error moved a decimal place one unit to the right.
"I can even work out you personality problems to ten decimal places if it will help."
A decimal place system has been traced back to ca. 500 in India.
That screwed up everything, down around the fourth decimal place.
He doesn't look it, not by a couple of decimal places.
Computers can only carry a limited number of decimal places.
What if I misplace a decimal place on an order?
Another problem arises when computers have to deal with decimal places.
We can always put noughts on the end of, after the decimal place,.
Notice how they all have 3 digits to the right of the decimal place.
Note: The distinction of 1.500 is important as only three decimal places are considered.
No, not 1/8 coins, down to the 8th decimal place.
If we round these numbers to two decimal places they become 1.01 and 16.00 respectively.
In particular, "x" is correct to the number of decimal places given.
Percent changes will be calculated from the three decimal place indexes.