Chapter 2: Language Of Mathematics Flashcards

1
Q

Importance of a Language

A

•To understand the expressed ideas
• To communicate ideas to others

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2
Q

Characteristics of a Mathematics Language

A
  1. Precise
  2. Concise
  3. Powerful
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3
Q

able to make very fine distinctions or definitions

A

Precise

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4
Q

Able to say things briefly

A

Concise

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5
Q

able to express complex thoughts with relative ease

A

Powerful

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6
Q

a correct arrangement of mathematical symbols used to represent a mathematical object of interest

A

Expression

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7
Q

The common problem with expression

A

How to make it simple

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8
Q

Simpler Expression means

A

•Fewer symbols
•Fewer operations

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9
Q

is an expression, such as n-5, that consists of one or more numbers and variables along with one or more arithmetic operations.

A

Variable expression

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10
Q

is used to represent the number 3.14159… This number continues forever without repeating.

A

Pi

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11
Q

often use _ _ _to represent angles.

A

(alpha), (beta), and (theta)

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12
Q

frequently used to represent the addition of several numbers, and you will see it provided for this purpose on the toolbar of any spreadsheet program.

A

Sigma

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13
Q

says that a certain property is true for all elements in a set.

A

Universal statement

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14
Q

says that if one thing is true then some other thing also has to be true.

A

Conditional statement

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