
Ethan S. answered 03/20/20
Johns Hopkins University student tutor for math, science, and spanish
To solve this problem, let's assume that all the copper (II) is converted from copper (II) oxide to copper (II) chloride. This means that the number of moles of copper (II) chloride and oxide are going to be equal. Now that we know this, we can use the molar masses of the two compounds to convert between the masses of the reactants and the products as follows:
Molar mass copper (II) oxide: 79.545 g/mol
Molar mass copper (II) chloride: 134.45 g/mol
1.1 g CuO * (1 mol CuO / 79.545 g CuO) = 0.01382865045 mol CuO
0.01382865045 mol CuO * (1 mol CuCl2 / 1 mol CuO) = 0.01382865045 mol CuCl2
0.01382865045 mol CuCl2 * (134.45 g CuCl2 / 1 mol CuCl2 ) = 1.859262053 g CuCl2
With these conversion calculations, all the units cancelled out to give us our desired product of 1.859262053 g CuCl2, or ~ 1.9 g CuCl2 when considering significant digits.
Final Answer: ~ 1.9 g CuCl2