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Those numbers used in the measurement of any quantity, which express the value of that rasi under the meaning of the measuring instrument, are called significant numbers, that is, the significant number is the number of digits in a measurement whose accuracy is obvious or in other words. A significant score is one more than the number of digits in a measure of accuracy obtained by an experiment where the final digit is not fixed. All numbers are considered significant except the following numbers:
all zeros in the beginning
Trailing zeros that are used only to fill the space and indicate the 'scale' of the number. (see more about this below)
Spurious digits - For example, calculating with more precision while calculating the original data even though the precision is less.
Let a quantity in kg be expressed in 2 kg, the number of significant figures in it is 1. If we convert this amount into grams, it becomes 2000 thousand, yet the number of significant digits in it will be 1 because the measurement of our yantra is in kg.
== '''<big>significant number rule</big>''' ==
* All nonzero numbers are significant.
* A zero between two non-zero numbers is also significant.
* Leading zeros at the beginning of the number are never significant.
* In a number containing a decimal point, all zeros after the last non-zero digit are significant.
* In a number without a decimal point, the zero to the right of the last non-zero digit may or may not be significant. Some more information should have been given for this.
* In a number all zeros to the right of the decimal point are not significant. For example, in 0.01 there will be 01 significant number.
* Example
* 9858.76 has 6 significant digits.
* 0.009 876 also has 4 significant digits.
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