The resistance of a wire is given by the expression R=4ρLπD2,where, ρ is the resistivity (in Omega−meter), L is the length (in meter) and D is the diameter (in meter) of the wire. The error in measurement of each of the parameters ρ, L and D is ±1.0%. Assuming that the errors are independent random variables, the percent error in measurement of R is 2.45

The resistance of a wire is given by the expression R=4ρLπD2,wh

1.	The resistance of a wire is given by the expression R=4ρLπD2,where, ρ is the resistivity (in Omega−meter), L is the length (in meter) and D is the diameter (in meter) of the wire. The error in measurement of each of the parameters ρ, L and D is ±1.0%. Assuming that the errors are independent random variables, the percent error in measurement of R is 2.45
Answer» The resistance of a wire is given by the expression $R = \frac{4 ρ L}{π D^{2}},$ where, $ρ$ is the resistivity $(i n O m e g a - m e t e r),$ L is the length (in meter) and D is the diameter (in meter) of the wire. The error in measurement of each of the parameters $ρ$ , L and D is $\pm 1.0 % .$ Assuming that the errors are independent random variables, the percent error in measurement of R is 2.45

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