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Introduction to Pharmaceutical Calculation. Pharmaceutical Calculation application of basic mathematical calculations to ensure safe and effective pharmaceutical.

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Presentation on theme: "Introduction to Pharmaceutical Calculation. Pharmaceutical Calculation application of basic mathematical calculations to ensure safe and effective pharmaceutical."— Presentation transcript:

1 Introduction to Pharmaceutical Calculation

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3 Pharmaceutical Calculation application of basic mathematical calculations to ensure safe and effective pharmaceutical and medication preparation. Accurate calculation of formulas and conversions are vital.

4 Application of Pharm Calc to Pharmacy Practice Dose calculation Temperature conversion Flow Rates Measurement conversion

5 Application of Pharm Calc to Pharmacy Practice Dilution Solution concentration Ingredient calculation for compounds Prescription quantity calculation

6 Importance of Pharmaceutical Calculation Skills Ensure accuracy Ensure patient safety by providing correct dose May cause harm to patient if not done properly To avoid under-dosing To avoid overdosing

7 Review of Basic Algebraic Functions 1.Addition 2.Subtraction 3.Multiplication 4.Division

8 Addition Component parts  Addends – two numbers that are added  Total – answer to an addition problem - also called sum

9 Addition Addition Symbol: + Total or Sum Symbol: = or ________

10 Subtraction The difference between two numbers Component parts  Difference – the answer to a subtraction problem  Minuend – upper number  Subtrahend – lower number  Ex: 702 - minuend - 512 - subtrahend 190 – difference Symbol : -

11 Multiplication “repeated addition” Component parts  Factors – numbers that are multiplied together  Product – result of multiplication problem Symbol : x

12 Division “separating into parts” Prime number – number whose only factors are one and itself Component parts of division  Dividend – number being divided  Divisor – number that is being used to divide  Quotient – the answer to a division problem Symbol: ÷ or / or

13 Division Expressed in several ways Ex: 100 / 20 = 5 dividenddivisorquotient 100 ÷ 20 = 5 dividend divisor quotient 5 quotient 20100 dividend divisor

14 Practice Problems Mr. Haddad gave you a prescription for Metoprolol 50mg two times daily. Compute the total amount of Metoprolol (in mg) he will consume in 7 days.

15 Solution Metoprolol 50mg x 2 ( times per day) 100 mg per day total Then 100 mg per day x 7 days Answer: 700 mg per week of Metoprolol total

16 Practice problems Pharmacy technician Omar Syed was instructed to repackage 920 milliliters (mls) bottle of wound care solution into 8 bottles. How many milliliters of wound care solution will each bottle contain?

17 Solution Divide the 920 mls solution bottle by 8 bottles 920ml ÷ 8 bottles = 115 mls per bottle answer

18 Arabic and Roman Numerals Arabic numerals – used worldwide Ex: 0,1,2,3,4,5,6,7,8 and 9 Roman numerals – commonly used to denote quantities in pharmacy practice –Also commonly used in writing prescriptions

19 Roman numerals Symbol ss I V X L C D M Equivalent ½ or 0.5 1 5 10 50 100 500 1000

20 Roman numerals Note:  When a smaller Roman numeral is placed before a larger Roman numeral, the smaller Roman numeral is subtracted from the larger Roman numeral.  When a smaller Roman numeral is placed after a large one, the value of smaller numeral is added to the larger.  Ex: IX = 9 ( 10 or X minus 1 or I)  Ex:XXII = 22 ( 2 times 10 or XX plus 2 times 1 or II)

21 Practice exercise Convert the following Roman numerals to Arabic numerals: IV = _______ DCV = ______ LXXIII = ______VII = ________ XXXVII= ______MCCCXLII = ______ XCI = _______CDLV = _______

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