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11 November, 01:36

102.1 g of Aluminum nitrite and 174.3 g of ammonium chloride react to form aluminum chloride, nitrogen, and water.

How many grams of the excess reagent remains after the reaction?

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  1. 11 November, 05:31
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    57.39 g excess Aluminum nitrite

    Explanation:

    When performing stoichiometric calculations, the first thing we need is the balanced chemical reaction.

    In this case we will have:

    Al (NO₂) ₃ + 3 NH₄Cl ⇒ AlCl₃ + 3 N₂ + 6 H₂O

    (nitrite ion is NO₂⁻)

    Now that we have the balanced reaction, we need to calculate the number of moles, n, of Al (NO₂) ₃ and NH₄Cl, and perform the calculations necessary to determine the excess reagent and its amount.

    The number of moles is:

    n = mass / MW where MW is the molecular weight and m the mass.

    MW Al (NO₂) ₃ = 40.99 g/mol

    MW NH₄Cl = 53.49 g/mol

    n Al (NO₂) ₃ = 102.1 g / 40.99 g/mol = 2.49 mol Al (NO₂) ₃

    n NH₄Cl = 174.3 g / 53.49 g/mol = 3.26 mol NH₄Cl

    Now lets calculate how many moles of NH₄Cl will react with 2.49 mol Al (NO₂) ₃:

    (3 mol NH₄Cl / 1 mol Al (NO₂) ₃) x 2.49 mol Al (NO₂) ₃ = 7.5 mol NH₄Cl

    We only have 3.26 mol NH₄Cl. Therefore our limiting reagent is NH₄Cl, and the excess reagent is Al (NO₂) ₃

    Now lets calculate the number of moles Al (NO₂) ₃ used to react with 3.26 mol NH₄Cl:

    (1 mol Al (NO₂) ₃ / 3 mol NH₄Cl) x 3.26 mol NH₄Cl = 1.09 mol Al (NO₂) ₃

    The excess number of moles is:

    = 2.49 mol - 1.09 mol = 1.40 mol Al (NO₂) ₃

    grams of Al (NO₂) ₃ in excess

    1.40 mol Al (NO₂) ₃ x 40.99 g/mol = 57.39 g
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