Getting It Right | Statistics In Your World |
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How Accurate? Pouring Milk Changing Units Mathematical Calculations Other Figures |
Sensible Accuracy
How Accurate?
In science it is sometimes important to be very accurate: that is why quartz watches were invented. But if you are seeing how fast a lake freezes at two degrees of frost, timing to the nearest hour is sufficient: an ordinary clock would do.
Pouring Milk One housewife argued: 'I have to use a pint of milk in my cooking. One pint is 0.56826 litres, 1 am not going to ask my milkman for 0.56826 litres of milk.'
It is possible to be too accurate. It is false accuracy to say here that a pint is 0.56826 litres. A housewife does not measure the amount of milk she puts in a cup of tea. The difference between 0.56 and 0.57 litres of milk is very small. It is less than the milk in a cup of tea. This difference is too small to affect most cooking recipes. You could not tell the difference between 0.56 and 0.57 litres on most measuring jugs. False accuracy should be avoided. Sometimes we need to be more accurate. A car mechanic must set a sparking plug gap correctly. Medicine is measured using 5 ml spoons. To find a sensible answer when converting you must think:
Always give an answer which is accurate enough, but not so precise as to be unhelpful.
Changing Units In each case decide whether the given answer is too accurate, sensible or not accurate enough. If the answer is too accurate, write down a sensible answer. If it is not accurate enough, write down a sensible answer using these conversions and a calculator.
*Mathematical Calculations
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