Volume of gas (V)∝(V)\propto(V)∝ Number of moles of gas (n)∝(n) \propto(n)∝ Mass of gas enclosed(M)
So,V1V2=M1M2\frac{V_1}{V_2}=\frac{M_1}{M_2}V2V1=M2M1
V1=1.5L,M1=3.55 g;V2=3 L,M2=?V_1=1.5L,M_1=3.55\ g;V_2=3\ L,M_2=?V1=1.5L,M1=3.55 g;V2=3 L,M2=?
1.53=3.55M2\frac{1.5}{3}=\frac{3.55}{M_2}31.5=M23.55 ⟹ M2=3.55×2=7.10 g\implies M_2=3.55\times 2=7.10\ g⟹M2=3.55×2=7.10 g
Additional gas to be added=7.10 g−3.55 g=3.55 g=7.10\ g-3.55\ g=3.55\ g=7.10 g−3.55 g=3.55 g
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