MATM Flashcards

1
Q

is the study of pattern and structure.

A

Mathematics

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2
Q

is fundamental to the physical and biological sciences, engineering and information technology, to economics and increasingly to the social sciences.

A

Mathematics

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3
Q

is a useful way to think about nature and our world.

A

Mathematics

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4
Q

is a tool to quantify, organize and control our world, predict phenomena and make life easier for us.

A

Mathematics

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5
Q

helps make sense of these patterns and occurrences.

A

MATHEMATICS

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6
Q

are visible regularities of form found in the natural world and can also be seen in
the universe.

A

patterns in nature

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7
Q

which are not just to be admired, they are vital clues to the rules that govern natural processes.

A

Nature patterns

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8
Q

he lived between 1170 and 1250 in Italy.

●”Fibonacci” was his nickname, which roughly means “Son of Bonacci”.

A

Leonardo Pisano Bogollo

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9
Q

is an integer in the infinite sequence 1, 1, 2, 3, 5, 8, 13, … of which the first two terms are 1 and 1 and each succeeding…

A

Fibonacci number

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10
Q

●It displays unique mathematical properties that make it useful in fields as diverse as astronomy (distances between planets and the sun, and the shape of galactic spirals), botany (growth patterns of plants and trees), and financial markets (price movements of securities).

A

Fibonacci number

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11
Q

was discovered after an investigation on the reproduction of rabbits

A

Fibonacci sequence

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12
Q

can be written as a “Rule“
●First, the terms are numbered from 0 onwards like this:

A

Fibonacci Sequence

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13
Q

can be expresses as the ratio between two numbers

A

Golden ratio

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14
Q

a/b= a+b/a

A

golden ratio

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15
Q

is also sometimes called the golden section, golden mean, golden number, divine proportion, divine section and golden proportion.

A

Golden Ratio

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16
Q

system of conventional spoken, manual (signed), or written symbols by means of which human beings, as members of a social group and participants in its culture, express themselves

A

language

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17
Q

ones used for counting

A

cardinal numbers

18
Q

ones used for telling positions

A

ordinal numbers

19
Q

used only as a name to identify something

A

nominal numbers

20
Q

in mathematics is a collection of well defined and distinct objects, considered as an object in its own right. _______ are one of the most fundamental concepts in mathematics

A

set

21
Q

a well-defined collection of distinct objects.

A

set

22
Q

(true or false)

The objects of a set are separated by commas.

A

true

23
Q

true or false

• The objects that belong in a set are the elements, or members of
the set.

A

true

24
Q

t or f

• It can be represented by listing its element between braces. • A set is said to be well - defined if the elements in a set are
specifically listed.

A

true

25
Q

serves as a set of rules that govern the structure and presentation of mathematical proofs. It allows us to determine the validity of arguments in and out of mathematics.

A

logic

26
Q

a statement that is, by itself, either true or false. They can be expressed in symbols P, Q, R, or p, q, r.

A

proposition

27
Q

means single idea statement

A

Simple

28
Q

conveys two or more ideas

A

Compound

29
Q

a declarative sentence (that is, a sentence that declares a fact) that
is either true or false, but not both.

A

proposition

30
Q

for all” or “for every

A

Universal Quantifier

31
Q

is a statement requiring a solution, usually by means of mathematical operation / geometric construction

A

problem

32
Q

means the ways or techniques use to get answer which will usually involved one ormore problem solving strategies

A

method

33
Q

is a process an ongoing activity in which take what we know to discover what we don’t know

A

problem solving

34
Q

is a true statement provided that is true in all cases

A

statement

35
Q

statement is not true

A

counterexample

36
Q

is a process of reaching a conclusion by applying general; assumptions procedures, or principles

A

deductive reasoning

37
Q

the reason or reasons offered for or against something

A

argument

38
Q

Minor or major propositions or assertions that serve as the bases for an argument. It can be an assumption, law, rule, idea, or observation.

A

PREMISES

39
Q

An argument composed of two statements or premises followed by a conclusion.

A

SYLLOGISM

40
Q

The last step in a reasoning process

A

CONCLUSION

41
Q

Named after George Polya (1887-1985). It is a four-step problem solving strategy that are deceptively simple.

A

POLYA’S STRATEGY