In a Victor Meyer's experiment,$116 \, mg$ of a compound is vaporized,and it displaces $44.8 \, mL$ of air at $S.T.P.$. The molar mass of the compound is .....
- A$116$
- B$232$
- C$58$
- D$44.8$
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Use the data given in the following table to calculate the molar mass of naturally occurring argon isotopes:
Isotope Isotopic molar mass $(g \, mol^{-1})$ Abundance (%) $^{36}Ar$ $35.96755$ $0.337$ $^{38}Ar$ $37.96272$ $0.063$ $^{40}Ar$ $39.9624$ $99.600$
| Isotope | Isotopic molar mass $(g \, mol^{-1})$ | Abundance (%) |
| $^{36}Ar$ | $35.96755$ | $0.337$ |
| $^{38}Ar$ | $37.96272$ | $0.063$ |
| $^{40}Ar$ | $39.9624$ | $99.600$ |
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View SolutionAssertion : The normality of $0.3 \ M$ aqueous solution of $H_3PO_3$ is equal to $0.6 \ N$.
Reason : Equivalent weight of $H_3PO_3 = \frac{\text{Molecular weight of } H_3PO_3}{3}$
Reason : Equivalent weight of $H_3PO_3 = \frac{\text{Molecular weight of } H_3PO_3}{3}$
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View SolutionOne atomic mass unit $(amu)$ is equal to:
Equivalent weight of crystalline oxalic acid is
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View SolutionIf the equivalent mass of $S$ in $SO_2$ is $8$,what is the equivalent mass of $S$ in $SO_3$?
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