Inverse error geometry

No. How do you get that? I think your ± X% notation is confusing you. Try writing it in factor form. Instead of mean value ± Percentage% write (mean value)(1± Percentage%).

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Logical Equivalence

In the original question, the error in V is 0.05 V or (0.05/30)*100% = 0.1667%. 1/V = 0.0333 V^ {-1}. The error in this is also 0.1667%, or about 0.0000556 V^ {-1}. The uncertainty in

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2.12: Converse, Inverse, and Contrapositive Statements

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Converse, Inverse, Contrapositive

Apparently the Maclaurin series for the inverse error function is erf − 1 ( x) = π ( 1 2 x + 1 24 π x 3 + 7 960 π 2 x 5 + 127 80 640 π 3 x 7 + ), but I