The partial pressure of each gas in the given figure is needed to be determined where the numbers of each type of gas are 5 He , 3Ne and 2Ar . Concept introduction: Partial pressure of a gas in a mixture of gases is the pressure of that gas when it alone. Partial pressure of a gas in terms of its mole fraction and total pressure is, ` P A = χ A × P TOTAL A mole fraction of a molecule in a mixture is the ratio of number of moles of these molecules to sum of number of moles of all molecules in the mixture. The mole fractions can be related to molecule fractions. Equation for molecule fraction of molecule is, molecule fraction of a molecule = numbers of a molecule total number of molecules
The partial pressure of each gas in the given figure is needed to be determined where the numbers of each type of gas are 5 He , 3Ne and 2Ar . Concept introduction: Partial pressure of a gas in a mixture of gases is the pressure of that gas when it alone. Partial pressure of a gas in terms of its mole fraction and total pressure is, ` P A = χ A × P TOTAL A mole fraction of a molecule in a mixture is the ratio of number of moles of these molecules to sum of number of moles of all molecules in the mixture. The mole fractions can be related to molecule fractions. Equation for molecule fraction of molecule is, molecule fraction of a molecule = numbers of a molecule total number of molecules
Solution Summary: The author explains the partial pressure of each gas in a mixture of gases. The mole tion is the ratio of number of moles of these molecules to sum of all molecules in the mixture.
Interpretation: The partial pressure of each gas in the given figure is needed to be determined where the numbers of each type of gas are
5He,3Ne and
2Ar.
Concept introduction:
Partial pressure of a gas in a mixture of gases is the pressure of that gas when it alone.
Partial pressure of a gas in terms of its mole fraction and total pressure is,
`
PA=χA×PTOTAL
A mole fraction of a molecule in a mixture is the ratio of number of moles of these molecules to sum of number of moles of all molecules in the mixture. The mole fractions can be related to molecule fractions.
The table shows the tensile stress-strain values obtained for various
hypothetical metals. Based on this, indicate which is the most brittle
and which is the most tough (or most resistant).
Breaking strength Elastic modulus
Material Yield strength Tensile strength
Breaking strain
A
(MPa)
415
(MPa)
(MPa)
(GPa)
550
0.15
500
310
B
700
850
0.15
720
300
C
Non-effluence fracture
650
350
Please correct answer and don't used hand raiting
Materials. The following terms are synonyms: tension, effort and stress.
Chapter 5 Solutions
Student Solutions Manual for Zumdahl/Zumdahl/DeCoste?s Chemistry, 10th Edition