Chapter 1: Fundamentals of Pharmaceutical Calculations Flashcards

1
Q

It is the area of study that applies the basic principles of mathematics to the preparation and efficacious use of pharmaceutical preparations.

A

Pharmaceutical Calculations

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2
Q

It includes calculations from initial product formulation through clinical administration and outcomes assessment.

A

Pharmaceutical Calculations

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3
Q

What is the other term for metric system?

A

International Systems of Units (SI)

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4
Q

It is the common system of commerce, which has not fully been replaced in the United States by the International System of Units.

A

Avoirdupois System

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5
Q

It is the traditional system of pharmaceutical measurement, which is now largely of historic significance.

A

Apothecaries’ System of Measurement

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6
Q

What is the sign of percent?

A

%

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7
Q

It means: “In a hundred”

A

Percent

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8
Q

In pharmacy, percent most often is used to? Enumerate all. (3 answers)

A

a. define the concentration or strength of a pharmaceutical preparation (ex.: a 10% ointment)
b. describe the accuracy of a method or procedure (ex.: a 5% error in a measurement or weighing)
c. quantify a parameter in a clinical study (ex.: 15% of subjects exhibited a particular effect)

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9
Q

It is the relative amount of two quantities (one to the other).

A

Ratio

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10
Q

It resembles a common fraction except in the manner in which it is presented.

A

Ratio

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11
Q

It is the quotient of the first term divided by the second term.

A

Value

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12
Q

It is the expression of the equality of two ratios.

A

Proportion

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13
Q

True/False: Proportion may be written in any one of three standard forms:
(1) a:b = c:d
(2) a:b :: c:d
(3) a/b = c/d

A

SUPER TRUE

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14
Q

Read “a:b = c:d”

A

a is to b as c is to d

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15
Q

Which are the extremes and means in this example “a:b = c:d” ?

A

extremes: a and d
means: b and c

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16
Q

True/False: Means are the “outer members”

A

False!! Means are the “middle members”

17
Q

True/False: Extremes are the “middle members”

A

False!! Extremes are the “outer members”

18
Q

True/False: In any proportion, the product of the extremes is unequal to the product of the means.

A

False. The product of the extremes is EQUAL to the product of the means.

19
Q

True/False: If the missing term is a mean, it will be the product of the extremes divided by the given mean.

A

True!

20
Q

True/False: If the missing term is an extreme, it will be the product of the means divided by the given proportion.

A

True!

21
Q

Other terms for Dimensional Analysis

A

(1) Factor Analysis
(2) Factor-Label Method
(3) Unit-Factor Method

22
Q

This method involves the logical sequencing and placement of a series of ratios (termed factors) into an equation.

A

Dimensional Analysis

23
Q

It is an arithmetic method of solving problems relating mixtures of components of different strengths.

A

Alligation

24
Q

What are the two types of alligation?

A

Alligation Medial and Alligation Alternate

25
Q

It may be used to determine the strength of a common ingredient in a mixture of two or more preparations.

A

Alligation Medial

26
Q

It may be used to determine the proportion or quantities of two or more components to combine in order to prepare a mixture of a desired strength.

A

Alligation Alternate

27
Q

True/False: When we count objects accurately, every figure in the numeral expressing the total number of objects must be taken at its face value.

A

True

28
Q

True/False: Any zero between digits is insignificant.

A

False. Any zero between digits is significant.

29
Q

True/False: Initial zeroes to the left of the first digit are never significant; they are included merely to show the location of the decimal point and thus give place value to the digits that follow.

A

True

30
Q

True/False: One or more final zeroes to the right of the decimal point may be taken to be insignificant.

A

False. One or more final zeroes to the right of the decimal point may be taken to be significant.

31
Q

Identify how many significant figures in the following:

a.) 12.5
b.) 0.125
c.) 0.5
d.) 102.56
e.) 0.0605

A

a.) 3 significant figures
b.) 3 significant figures
c.) 1 significant figure
d.) 5 significant figures
e.) 3 significant figures

32
Q

True/False: Digits other than zero are significant.

A

True

33
Q

True/False: Zeroes used only to show the location of the decimal point are significant.

A

False. Zeroes used only to show the location of the decimal point are not significant.

34
Q

What are the two parts of fraction?

A

Numerator and denominator

35
Q

True/False: When a specific patient is classified as either pediatrics or geriatrics, the dosage should always be rounded down to the lowest possible amount.

A

True

36
Q

Numbers that have clinical value or importance

A

Significant figures

37
Q
A