A wire of length le 6+ 0.06cm and
radius r= o.5+- 0.005
and mass m=0.3 +-0.003 g
Maximum percentage error in density is ?
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Answer:
4%
Explanation:
Since density is mass÷volume,
For a cylinder it becomes- mass÷(pi×radius^2×length)
Relative percent errors for-
Mass-0.003÷0.3×100=1%
Radius^2-2×0.005÷0.5×100=2%
Length-0.06÷0.6×100=1%
THE UNITS CANCEL THEMSELVES FROM THE NUMERATOR AND DENOMINATOR.
therefore,
maximum percentage error in density-1%+2%+1%=4%
so, the answer is 4%
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