The most common copper ore used in the production of copper is chalcopyrite. if a chalcopyrite ore contains 55.0% cufes2, how many grams of chalcopyrite ore are needed to produce 60.0 g of copper?

The formation of Cu from CuFeS2 can be shown by the following equations:

4CuFeS2 + 7O2 → 4CuS + 2Fe2O3 + 4 SO2  

4CuS + 4O2 → 4Cu + 4SO2

Based on the stoichiometry:

1 mole of CuFeS2 produces 1 mol of Cu

Now,

Mass of Cu to be produced = 60 g

# moles of Cu = 60 g/63.5 g.mol-1 = 0.945 moles

Therefore, moles of CuFeS2 required = 0.945 moles

Molar mass of CuFeS2 = 183.5 g.mol-1

Mass of CuFeS2 required = 0.945 * 183.5 = 173.41 g

It is given that the ore contains 55.0% CuFeS2

i.e.

100 g of chalcopyrite contains 55.0 g CuFeS2

The amount of ore corresponding to 173.41 g of CuFeS2 is

= 100 g chalcopyrite * 173.41 g CuFeS2/55 g CuFeS2 = 315.29 g

Ans: Around 315 g of the ore is required to produce 60 g Cu

the answer is 1260

you spend 7 hours in school for 1 school day with 5 school days in 1 school week with 36 school weeks in a school year.

7*5*36= 1260 it's all about multiplying