The amount of bromine molecules in moles is:
n(Br2)=m(Br2)M(Br2)=N(Br2)NAn(Br_2)=\frac{m(Br_2)}{M(Br_2)}=\frac{N(Br_2)}{N_A}n(Br2)=M(Br2)m(Br2)=NAN(Br2)
So the number of molecules of bromine can be found:
N(Br2)=m(Br2)M(Br2)⋅NA=2.97×105g160gmol⋅6.02×1023mol−1=1.12×1027N(Br_2)=\frac{m(Br_2)}{M(Br_2)} \cdot N_A=\frac{2.97 \times 10^5g}{160\frac{g}{mol}} \cdot 6.02 \times 10^{23} mol^{-1}=1.12 \times10^{27}N(Br2)=M(Br2)m(Br2)⋅NA=160molg2.97×105g⋅6.02×1023mol−1=1.12×1027
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