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Rounding to Significant Figures Flashcards
GCSE Mathematics (Edexcel) 1MA1
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Significant figures
The digits in a number that carry meaning contributing to its precision, starting from the first non-zero digit.
First significant figure
The first non-zero digit in a number, starting from the left.
Rounding to 1 significant figure
Keep only the first significant figure and replace all other digits with zeros (or remove them if after a decimal point).
Rounding to 2 significant figures
Keep the first two significant figures and replace all other digits with zeros (or remove them if after a decimal point).
Steps to round to significant figures
1. Identify the required number of significant figures. 2. Locate the last significant figure. 3. Check the next digit to decide whether to round up or down. 4. Replace remaining digits with zeros or remove them if after a decimal point.
Rounding rule for 5 or more
If the digit after the last significant figure is 5 or more, round the last significant figure up.
Rounding rule for less than 5
If the digit after the last significant figure is less than 5, leave the last significant figure as it is.
Example: Round 4567 to 2 significant figures
The first two significant figures are 4 and 5. The next digit (6) is 5 or more, so round up. The answer is 4600.
Example: Round 0.004567 to 2 significant figures
The first two significant figures are 4 and 5 (ignoring leading zeros). The next digit (6) is 5 or more, so round up. The answer is 0.0046.
Why use significant figures?
Significant figures are used to simplify numbers while maintaining a reasonable level of accuracy, especially in scientific and real-world contexts.

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