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Pharmacy Math Problems
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Pharmacy Math Problems

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Questions and Answers

What is the final percentage of the mixture when 95 parts of a 4% solution and 50 parts of a 5% solution are combined?

  • 60%
  • 80%
  • 70% (correct)
  • 65%
  • In what proportion should 20% benzocaine ointment be mixed with an ointment base to produce a 2.5% benzocaine ointment?

  • 1:3.5
  • 1:2
  • 1:1.7 (correct)
  • 1:1.5
  • Which of the following is the correct ratio for mixing zinc oxide ointments containing 50%, 20%, and 5% of zinc oxide to prepare a 10% zinc oxide ointment?

  • 1:2:7
  • 1:1:10 (correct)
  • 3:3:18
  • 2:2:15
  • If you mix 5 parts of 50% zinc oxide ointment, 5 parts of 20% zinc oxide ointment, and 50 parts of 5% zinc oxide ointment, what is the final concentration of zinc oxide?

    <p>10%</p> Signup and view all the answers

    When creating a 2.5% benzocaine ointment from 20% benzocaine ointment, what part of the mixture is base ointment?

    <p>17.5 parts</p> Signup and view all the answers

    According to the alligation method, what is the total sum of parts when 95 parts of a 4% solution are mixed with 50 parts of a 5% solution?

    <p>145</p> Signup and view all the answers

    Study Notes

    The Alligation Method

    • The alligation method can be used to show the correct result.
    • Example calculation: 95 x 4 = 380 and 50 x 5 = 250, with a total of 630, which equals 70% when divided by 9.

    Benzocaine Ointment

    • To produce a 2.5% benzocaine ointment, 20% benzocaine ointment should be mixed with an ointment base in a proportion of 2.5 parts of 20% ointment to 17.5 parts of ointment base.
    • The relative amounts of the mixture are 25:17.5 or 1:1.7.

    Zinc Oxide Ointment

    • To prepare a 10% zinc oxide ointment, three lots of zinc oxide ointment containing 50%, 20%, and 5% zinc oxide should be mixed in a proportion of 1:1:10.
    • The relative amounts of the mixture are 5 parts of 50% ointment, 5 parts of 20% ointment, and 50 parts of 5% ointment.

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    Description

    Solve pharmacy-related math problems using the alligation method, including mixing ointments to achieve specific concentrations.

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