Number of moles"(N)=\\frac{M_g}{M_a}" where "M_g" is the given mass of compound and "M_a" is the molar mass of compound.
In the given question,"M_g=112.7 \\ g" same for all compounds.
"SO_2:"
"M_a=32+2\\times 16=64\\ g"
"N=\\frac{112.7}{64}=1.76"
"Na_2SO_4:"
"M_a=23\\times 2+32+16\\times 4=142\\ g"
"N=\\frac{112.7}{142}=0.794"
"BaSO_4:"
"M_a=137+32+16\\times 4=233\\ g"
"N=\\frac{112.7}{233}=0.484"
"KAl(SO_4)_2:"
"M_a=39+27+2\\times(32+16\\times 4)=258\\ g"
"N=\\frac{112.7}{258}=0.437"
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