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Lakes that have been acidified by acid rain can be neutralized by liming, the addition of limestone [CaCO3].

How much limestone (in kg ) is required to completely neutralize a 4.2 billion liter lake with a pH of 5.3?

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  1. -log10(x) = 5.3

    log10(x) = -5.3

    x = 10^(-5.3) = 5.01 X 10^(-6) moles of H+ per litre of solution.

    Moles of H+

    =   5.01 X 10^(-6) X 4.2 X 10^9

    = 21049.86381 moles

    = 21050 moles (approx)

    Therefore moles limestone needed

    = 21050/2

    = 10525 moles

    Now, mass of 1 mole of limestone

    = 40 +12 + 48 = 100 grams

    Therefore mass of limestone needed

    = 10525 X 100 g

    = 1052500 g

    = 1052.5 kg

    = 1.053 tonnes

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