Significant Figure of 500.0
@amistre64 @apoorvk @FoolForMath @satellite73 @Taufique
the answer shoulb be 4
Well, we don't count the 'zero' at the end after the decimal, do we? o.O I am sorry am confused, let me remember..
there are four significant figures
Ohkay. I guess we do count that zero, if it's given, because that means the no. is exactly 500, correct to one decimal place (not been rounded off from something like 500.1 or 500.2 or something). So it's significant. Hence '4'. Sorry for the wrong info earlier.
this isn't really a maths problem , this is a physics problem, mathematically the numbers represented by \(500.0\) and \(5\times10^2\) are equal \[500.0=5\times10^2\] but Physically the value represented by \(500.0\) has more accuracy than value represented by \(5\times10^2\)
The significant figures of \(400\) is ambiguous it could be 1, 2 or 3.
numbers written in scientific notation with only one place to the left of the decimal point do not have this ambiguity Physically \[5\times10^2\neq5.00\times10^2\] because the latter has more accuracy
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