Calculate the molar mass of naturally occurring argon from the data given in the following table:
Isotope 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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The average molar mass is calculated using the formula: $\overline{A} = \sum (f_i \times A_i)$
$\overline{A} = (0.00337 \times 35.96755) + (0.00063 \times 37.96272) + (0.99600 \times 39.9624)$
$\overline{A} = 0.12121 + 0.02392 + 39.80255$
$\overline{A} = 39.94768 \approx 39.948 \ g \ mol^{-1}$

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