Does the number of significant figures depend on the choice of unit?�

1.	Does the number of significant figures depend on the choice of unit?
Answer» You can count the number of Significant figures from these rules: All the reported non-zero NUMBERS in a measurement are significant. For example, 22.13 has 4 and 299792458 has 9 significant DIGITS. Zeroes sandwiched anywhere between the non-zero digits are significant. For example, 299007900002400000058 has 21 significant digits, 102.4 has 4 and 1.024 ALSO has 4. Zeroes to the left of a first non-zero digit are not significant. For example, 007 has 1 significant figure and 0.0000102 has 3. The trailing zeroes or the zeroes to the right of the last non-zero digit are significant if the number has a decimal point otherwise they are insignificant. For example, 0.00001020 has 4 and 70000000000000 has 1 significant figure only

Does the number of significant figures depend on the choice of unit?

Answer»

You can count the number of Significant figures from these rules:

All the reported non-zero NUMBERS in a measurement are significant. For example, 22.13 has 4 and 299792458 has 9 significant DIGITS.

Zeroes sandwiched anywhere between the non-zero digits are significant. For example, 299007900002400000058 has 21 significant digits, 102.4 has 4 and 1.024 ALSO has 4.

Zeroes to the left of a first non-zero digit are not significant. For example, 007 has 1 significant figure and 0.0000102 has 3.

The trailing zeroes or the zeroes to the right of the last non-zero digit are significant if the number has a decimal point otherwise they are insignificant. For example, 0.00001020 has 4 and 70000000000000 has 1 significant figure only

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