Chapter 2 Flashcards

1
Q

it is precise which means it is able to make very fine distinctions or definitions among a set of mathematical symbols

A

Mathematical language

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2
Q

must contain a complete thought

A

sentence

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3
Q

used for counting and answers the question “how many”?

A

Cardinal numbers

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4
Q

tell the position of a thing in terms of 1st, 2nd, 3rd,,,

A

Ordinal numbers

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5
Q

used only as a name or to identify something (not an act or value)

A

Nominal numbers

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6
Q

accepts only 1 value or operand

A

Unary operation

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7
Q

unary operators

A

positive negative

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8
Q

+ and - can act two operands, then it it called

A

binary operation

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9
Q

takes 2 values and include the operations of addition, subtraction, multiplication, division, and exponentiation

A

Binary operation

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10
Q

properties of 2 binary operations

A

1.)Closure of Binary Operations
2.)Commutativity of “
3.)Associativity of “
4.)Distributivity of “
5.) Identity Elements of”
6.) Inverses of “

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11
Q

statement that is either true or false.

A

proposition

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12
Q

if the word is not introduced in the negative statement

A

Negation

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13
Q

if p then q

A

Implication

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14
Q

P is the

A

premise

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15
Q

Q is the

A

Conclusion

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16
Q

used to describe the variables in a statement

A

quantifiers

17
Q

2 types of quantifiers

A

universal and existential quantifiers

18
Q
A