The balanced equation for this reaction is:
Cu + `~2AgNO_3` -> `~Cu(NO_3)_2` + 2Ag
Step 1: Determine the molar mass conversion factors for `~AgNO_3` and Ag.
The molar mass of a substance is calculated by multiplying the atomic mass of each element in a substance by its subscript and adding the resulting products together.
Molar Mass `~AgNO_3` : 1(107.968) + 1(14.007) + 3(15.999) = 169.972 g/mol
Therefore, 1 mole = 169.972 grams `~AgNO_3`
Molar Mass Ag: 1(107.968) = 107.968 g/mol
Therefore, 1 mole = 107.968 g Ag
Step 2: Determine the mole ratio between `~AgNO_3` and Ag.
The mole ratio is ratio between the coefficients of two substances in a chemical reaction.
The coefficient of `~AgNO_3` is 2.
The coefficient of Ag is 2.
Therefore the mole ratio is 2 moles `~AgNO_3` = 2 moles Ag.
Step 3: Perform the stoichiometry calculation.
The stoichiometry calculation will take the general form:
(given amount)(`~AgNO_3` conversion factor)(mole ratio)(Ag conversion factor)
Therefore,
(1.0g `~AgNO_3` )(1mol/169.972)(2mol Ag/2mol `~AgNO_3` )(107.968g/1mol)
= 0.64 g Ag
*Notice that the conversion factors and mole ratio are oriented such that all units except "g Ag" cancel out.
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