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    Solving algebra word questions

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    1. What quantity of a 60% acid solution must be mixed with a 30% solution to produce 300 mL of a 50% solution?

    2. A pot contains 6L of brine at a concentration of 120g/L. How much of the water should be boiled off to increase the concentration to 200 g/L?

    3. A merchant blends tea that sells for $3.00 a pound with tea that sells for $2.75 a pound to produce 80 lbs of a mixture that sells for $2.90 a pound. How many pounds of each type of tea does the merchant use in the blend?

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    Solution Preview

    1.What quantity of a 60% acid solution must be mixed with a 30% solution to produce 300 mL of a 50% solution?

    Solution:

    Let x be the number of ml of 60% acid solution to be added to (300-x) ml of 30% acid solution to obtain 50% of 300 ml acid solution.

    Formulate the equation as below and solve for x:
    0.60x + 0.30(300 - x) = 0.50(300)
    0.60x + 90 - 0.30x = 150
    0.60x - 0.30x = 150 - 90
    0.30x = 60
    x = ...

    Solution Summary

    This solution provides steps to solve algebra word problems.

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