139841 The density of the material of a cube can be estimated by measuring its mass and the length of one of its sides. If the maximum error in the measurement of mass and length are \(0.3 \%\) and \(0.2 \%\) respectively, the maximum error in the estimation of the density of the cube is approximately.

139842 A current carrying conductor obeys \(O h m\) 's law \((\mathrm{V}=\mathrm{RI})\). If the current passing through the conductor is \(I=(5 \pm 0.2) A\) and voltage developed is \(V=(60 \pm 6) V\), then find the percentage of error is resistance, \(R\)

139844 If \(1 \%\) and \(2 \%\) are the errors in the measurement of mass and density of a cube respectively, then the error in the measurement of length is

139846 Calculate the percentage error for five observations: 80.0, 80.5, 81.0, 81.5, 82

139841 The density of the material of a cube can be estimated by measuring its mass and the length of one of its sides. If the maximum error in the measurement of mass and length are \(0.3 \%\) and \(0.2 \%\) respectively, the maximum error in the estimation of the density of the cube is approximately.

139842 A current carrying conductor obeys \(O h m\) 's law \((\mathrm{V}=\mathrm{RI})\). If the current passing through the conductor is \(I=(5 \pm 0.2) A\) and voltage developed is \(V=(60 \pm 6) V\), then find the percentage of error is resistance, \(R\)

139844 If \(1 \%\) and \(2 \%\) are the errors in the measurement of mass and density of a cube respectively, then the error in the measurement of length is

139846 Calculate the percentage error for five observations: 80.0, 80.5, 81.0, 81.5, 82

139841 The density of the material of a cube can be estimated by measuring its mass and the length of one of its sides. If the maximum error in the measurement of mass and length are \(0.3 \%\) and \(0.2 \%\) respectively, the maximum error in the estimation of the density of the cube is approximately.

139842 A current carrying conductor obeys \(O h m\) 's law \((\mathrm{V}=\mathrm{RI})\). If the current passing through the conductor is \(I=(5 \pm 0.2) A\) and voltage developed is \(V=(60 \pm 6) V\), then find the percentage of error is resistance, \(R\)

139844 If \(1 \%\) and \(2 \%\) are the errors in the measurement of mass and density of a cube respectively, then the error in the measurement of length is

139846 Calculate the percentage error for five observations: 80.0, 80.5, 81.0, 81.5, 82

139841 The density of the material of a cube can be estimated by measuring its mass and the length of one of its sides. If the maximum error in the measurement of mass and length are \(0.3 \%\) and \(0.2 \%\) respectively, the maximum error in the estimation of the density of the cube is approximately.

139842 A current carrying conductor obeys \(O h m\) 's law \((\mathrm{V}=\mathrm{RI})\). If the current passing through the conductor is \(I=(5 \pm 0.2) A\) and voltage developed is \(V=(60 \pm 6) V\), then find the percentage of error is resistance, \(R\)

139844 If \(1 \%\) and \(2 \%\) are the errors in the measurement of mass and density of a cube respectively, then the error in the measurement of length is

139846 Calculate the percentage error for five observations: 80.0, 80.5, 81.0, 81.5, 82