1. The elementary knowledge about significant digits as well as the stipulations for them in powder metallurgy standards are briefly introduced. In addition, some examples are given for illustration.

2. This means that numbers with more than 7 significant digits will be truncated .

3. In order to deal with the significant digits addition we designed three inputs adder tree, and give a simple performance discuss of this method.

4. The number of significant digits displayed in floating point numbers.

5. In one of them, three significant digits can be reached.

6. It is quite common that some misunderstanding in significant digits or improper data processing are observed in the papers on powder metallurgy.

7. When a floating point number is converted from one representation to another representation[sentencedict .com], the least significant digits of that number may vary slightly.

8. And then control the number to be no more then twice of the significant digits portion.

9. The format chosen is the one which can present the greater number of significant digits.

10. To delete or miss out; for example, drop bits, drop significant digits.

11. To work around problems with equality comparison, consider coding your application so that variations in the least significant digits are ignored.

12. The exactness with which a number is specified; the number of significant digits with which a number is expressed.

13. Another advantage is that you can use format specifiers other than %s, so that, for example, you can control how many significant digits the string form of a floating-point number should display.

14. Where both formats can present the same number of significant digits, fixed format is used.

15. The maxIntegerDigits, minIntegerDigits, maxFractionDigits, and minFractionDigits attributes are used to control the number of significant digits displayed before and after the decimal point.