A brief description of the relationship among the each of following groups of terms is to be given for the uncertainty in measurement, uncertain digit, significant figures, and exact numbers. Concept introduction: The significant figures are also known as the significant digits. It is the uncertainty associate with the measurement by rounding the results. Moreover the significant figures are defined in a number of the digits with certainty and first uncertain digit. The significance arithmetic is approximate rules to maintain significance throughout a computation. The enlightened scientific rules are called the propagation of uncertainty.
A brief description of the relationship among the each of following groups of terms is to be given for the uncertainty in measurement, uncertain digit, significant figures, and exact numbers. Concept introduction: The significant figures are also known as the significant digits. It is the uncertainty associate with the measurement by rounding the results. Moreover the significant figures are defined in a number of the digits with certainty and first uncertain digit. The significance arithmetic is approximate rules to maintain significance throughout a computation. The enlightened scientific rules are called the propagation of uncertainty.
Solution Summary: The author explains the relationship between uncertainty in measurement, uncertain digit, significant figures, and exact numbers.
A brief description of the relationship among the each of following groups of terms is to be given for the uncertainty in measurement, uncertain digit, significant figures, and exact numbers.
Concept introduction:
The significant figures are also known as the significant digits. It is the uncertainty associate with the measurement by rounding the results. Moreover the significant figures are defined in a number of the digits with certainty and first uncertain digit. The significance arithmetic is approximate rules to maintain significance throughout a computation. The enlightened scientific rules are called the propagation of uncertainty.
The electrode balance potential is -0.118 V and the interface potential difference
is +5 mV. The overvoltage n will be 0.005 - (-0.118) = 0.123 V. Is it correct?
In the electrode Pt, H2(1 atm) | H+(a=1), if the electrode balance potential is -0.118 V and the interface potential difference is +5 mV. The current voltage will be 0.005 - (-0.118) = 0.123 V ¿Correcto?
In the electrode Pt, H2(1 atm) | H+(a=1) at 298K is 0.79 mA cm-2. If the balance potential of the electrode is -0.118 V and the potential difference of the interface is +5 mV. Determine its potential.
Chapter 3 Solutions
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