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.

20
Q

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

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
It may be used to determine the strength of a common ingredient in a mixture of two or more preparations.
Alligation Medial
26
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.
Alligation Alternate
27
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.
True
28
True/False: Any zero between digits is insignificant.
False. Any zero between digits is significant.
29
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.
True
30
True/False: One or more final zeroes to the right of the decimal point may be taken to be insignificant.
False. One or more final zeroes to the right of the decimal point may be taken to be significant.
31
Identify how many significant figures in the following: a.) 12.5 b.) 0.125 c.) 0.5 d.) 102.56 e.) 0.0605
a.) 3 significant figures b.) 3 significant figures c.) 1 significant figure d.) 5 significant figures e.) 3 significant figures
32
True/False: Digits other than zero are significant.
True
33
True/False: Zeroes used only to show the location of the decimal point are significant.
False. Zeroes used only to show the location of the decimal point are not significant.
34
What are the two parts of fraction?
Numerator and denominator
35
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.
True
36
Numbers that have clinical value or importance
Significant figures
37