Respuesta :
Molar mass:
Cl₂ = 71.0 g/mol
BiCl₃ = 315.34 g/mol
Mole ratio:
2 Bi(s)+ 3 Cl₂(g) =2 BiCl₃(s)
3 x 71.0 g Cl₂ ----------- 2 x 315.34 g BiCl₃
?? g Cl₂ ------------------ 4.62 g BiCl₃
Mass Cl₂ = 4.62 x 3 x 71.0 / 2 x 315.34 =
Mass Cl₂ = 984.06 / 630.68 =
1.560 g of Cl₂
hope this helps!
Cl₂ = 71.0 g/mol
BiCl₃ = 315.34 g/mol
Mole ratio:
2 Bi(s)+ 3 Cl₂(g) =2 BiCl₃(s)
3 x 71.0 g Cl₂ ----------- 2 x 315.34 g BiCl₃
?? g Cl₂ ------------------ 4.62 g BiCl₃
Mass Cl₂ = 4.62 x 3 x 71.0 / 2 x 315.34 =
Mass Cl₂ = 984.06 / 630.68 =
1.560 g of Cl₂
hope this helps!
biCl m(g) = 4.62g
M(g/mol) = 630.66g/mol
1) We can find M of 2BiCl3 which is 630.66g/mol
2) We can find M of 3Cl2 which is 212.718g/mol
then multiply given grams of product by ratio of Ms(2BiCl3 & 3Cl2) by which the g/mol cancels out and you get just grams of Cl2.
3) so 4.62g x 212.718g/Mol divided by 630.66g/Mol to get 1.558g of your reactant or approximately 1.6 grams depending on the significant figures the question gives you...
Good Luck!
M(g/mol) = 630.66g/mol
1) We can find M of 2BiCl3 which is 630.66g/mol
2) We can find M of 3Cl2 which is 212.718g/mol
then multiply given grams of product by ratio of Ms(2BiCl3 & 3Cl2) by which the g/mol cancels out and you get just grams of Cl2.
3) so 4.62g x 212.718g/Mol divided by 630.66g/Mol to get 1.558g of your reactant or approximately 1.6 grams depending on the significant figures the question gives you...
Good Luck!
