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  1. Chemists report as significant all numbers known with absolute certainty, plus one more digit that is understood to contain some uncertainty. The uncertainty in the final digit is usually assumed to be ±1, unless otherwise stated.

  2. In physics, the Heisenberg uncertainty principle advises us that the momentum and position of an electron cannot be known both precisely and simultaneously.

  3. 27 Αυγ 2023 · The measurement uncertainty \(dx\ (=Δx)\) and the propagated uncertainty \(Δy\) are absolute uncertainty. Sometimes, we are interested in the size of an uncertainty relative to the size of the quantity being measured or calculated.

  4. Define accuracy and precision; Distinguish exact and uncertain numbers; Correctly represent uncertainty in quantities using significant figures; Apply proper rounding rules to computed quantities

  5. absolute uncertainty in the measured value. The ratio 1 ___ 25 0.04 is the fractional uncertainty in the length, and 1 ___ 25 100% 4% is the percentage uncertainty in the length. Suppose quantities a, b and c have been measured with absolute uncertainties, respectively, of a, b and c. If we use a, b and c to calculate another quantity Q

  6. Absolute uncertainty: the true numerical value (often with units), indicating the range in which the true value lies. Percentage uncertainty: this expresses the absolute uncertainty as a proportion of the measurement.

  7. Define accuracy and precision. Differentiate between measured and exact numbers. Determine the number of significant figures in a number and perform the calculation to the correct number of significant figures. Employ metric prefixes.

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