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The least number of significant figures in any number of the problem determines the number of significant figures in the answer.

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Q: How do you use significant digits when repeating the results of calculations involving measurements?
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What is 735 divided by 27?

27.2222


How could the lowest melting point of solder be found more accurately?

by using a more accurate thermometer by repeating the measurements between 30% and 50% tin by increasing the number of measurements between 40% and 60% tin by increasing the number of measurements between 50% and 70% tin


Will repeating a measurement with the same apparatus will increase its precision?

No. However repeated measurements can be averaged or otherwise be used to arrive at a more accurate result.


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It is 0.3333333 repeating. 1/3 in base 10 percentage is irrational, always use 1/3 when doing calculations in base 10.


What technique involves repeating the essence of an earlier research study with different participants and different circumstances?

The technique described involving repetition above is replication.


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There is no end to pi. It is an un-repeating, infinite number. For most calculating purposes, 3-4 significant figures is suffice.


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127.3333


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0.4 repeating = 44.44... repeating %.


Is it bares repeating or bares repeating?

It bears repeating is correct.


What is one third times 10.21?

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When is it good idea to calculate an object's attribute on the fly rather than storing it as a data member?

The only time you should calculate it instead of storing is when you only use that attribute once. Otherwise, store it to avoid repeating calculations.