##### Study Set Content:
1- Flashcard

area of study that applies the basic principles of mathematics to the preparation and safe and effective use of pharmaceuticals

Pharmaceutical calculations

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2- Flashcard

application of mathematics that require study

Pharmaceutical Calculations

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3- Flashcard

A numerical representation of the relationship between two parts of the whole or between one part and the whole

Ratio

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4- Flashcard

an expression of equality between two ratios

Proportion

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5- Flashcard

compares values

Ratio

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6- Flashcard

says how much one thing there is compared to another thing

Ratio

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7- Flashcard

1:2 is aka

1 part to 2 parts

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8- Flashcard

What words can you use in numerical ratios

per, in, or, of , to

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9- Flashcard

Says that 2 ratios are equal

Proportion

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10- Flashcard

is the expression of the equality of two ratios

Proportions

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11- Flashcard

relative magnitude of two quantities

Ratio

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12- Flashcard

The product of the extremes is equal to the product of the?

Means

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13- Flashcard

proportion can be presented as

a:b=c:d, a:b::c:d or a/b=c/d

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14- Flashcard

proportion can be presented as

a:b=c:d, a:b::c:d or a/b=c/d

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15- Flashcard

A conversion method based on comparing a complete ratio with a missing component.

Ratio-Proportion Method

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16- Flashcard

Rules of Ratio- proportion method

3 of the 4 amounts must be known, numerators must have the same unit of measure, denominators must have the same unit of measure

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17- Flashcard

are used to describe IV solutions and topically applied to drugs

Percent strengths

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18- Flashcard

The higher the % of dissolved substances? (what happens to the strength)

, the greater the strength

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19- Flashcard

Are consecutive figures that express the value of a denominate number accurately enough for a given purpose

Significant Figures

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20- Flashcard

rules for the significance of zero

Any zero between digits is significant, Initial zeros to the left of the first digit are never significant, they are there to show the location of the decimal point and give place value to the digits that follow, One or more final zeros to the right of the decimal point may be taken to be significant

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