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How is sig...
2 years ago
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Ellis Batz
36 Answers
At GCSE, you usually round to decimal places. So when rounding to a decimal place you round to the number of decimal places specified and this will be the number of digits after the decimal point. So let's take for example 2.1578 and round it to three decimal places:
I would end up with 2.158.
A significant figure is different as you need to end up with the total amount of digits specified. The way of getting significant figures is the same as rounding but you just end up with a different result. So let's take the same number: 2.1578 and round it to three significant figures. This means we need to end up with the three largest digits which are 2.15. However, as it is similar to rounding we will end up with 2.16 as the digit before the 5 was a 7, so you need to round up.
So in conclusion the number 2.1578
three decimal places - 2.158
three significant figures - 2.16
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When you have a number, such as 1234.56, you can round to any place. For example, to the neareast hundred would be 1200, or to 1 decimal place would be 1234.6.
With significant figures, it is rounded to a certain number of non-zero numbers. For example, to 3 significant figures would be 1230 because their are three non-zero numbers.
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Click here to view my profile and arrange a free introduction.With rounding you are looking at place value, but with significant figures you have to remember that significant figures do not include 0s in the higher place value spots. For example in 0.0092, the first significant figure would be 0.009 (since you do not count the 0s before the first significant figure).
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When writing a number to a significant figure you have two options, either to remove and ignore all the least significant digits when writing the new number, or to round them to it's closest number depending upon if it's below or above 5.
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Click here to view my profile and arrange a free introduction.Significant figures is not different to rounding, it is a way to round numbers. You can choose to round it to (including but not limited to) the nearest hundreds, tens, integers, specified decimal places, and at last significant figures.
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