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Supply Chain Management > MMW > Flashcards

MMW Flashcards

1
Q

It is a thing that is repeated or recurring arrangement, form, or design following a rule or sequence

A

Pattern

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2
Q

It is a pattern that shows reflection of images

A

symmetry

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3
Q

What does symbol “N” stands for?

A

set of natural numbers

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4
Q

What does symbol “R” stands for?

A

set of real numbers

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5
Q

It is a basic concept of mathematics which means a collection of un-ordered distinct objects.

A

sets

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6
Q

The smallest angle that a figure can be rotated while preserving the original formation.

A

angle of rotation

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7
Q

A sequence in which each number is the sum of the preceding ones.

A

FIBONACCI SEQUENCE

ANSWERED

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8
Q

Let F, be the nth term of the fibonacci sequence, with F, = 1, F2 = 1, F3 = 2 and so on. Find the value of F6

A

F6= 8

ANSWERED

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9
Q

The set of all first components of the ordered pairs belonging to R.

A

DOMAIN

ANSWERED

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10
Q

Type of symmetry which indicated that you can draw an imaginary line
across an object and the resulting parts are mirror images of each other.

A

BILATERAL

ANSWERED

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11
Q

The set of all second components of the ordered pairs belonging to R.

A

RANGE

ANSWERED

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12
Q

It is a relation in which, for each value of the first component of the ordered pairs, there is exactly one value of the second component.

A

FUNCTION

ANSWERED

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13
Q

Let A = (1, 2,3,4,5) and B = (p, q,r, s). Let R be a relation from A to B defined by

R = (1, p), (1, r), (3,p), (4, q), (5, s), (3, p)). What is the domain of the relation R?

A

Rdomain (1,3,4,5)

ANSWERED

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14
Q

It is a pattern that moves around at a central point and continuously

A

Spiral

ANSWERED

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15
Q

It is a pattern that repeats figures closely fitting together with no gaps in
between.

A

Tesselation

ANSWERED

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16
Q

This type of symmetry is evident in most animals, including humans.

A

Bilateral symmetry

ANSWERED

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17
Q

It is a set with no element.

A

null set or empty

ANSWERED

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18
Q

Which of the following sets is infinite?

A

infinite is uncountable

ANSWERED

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19
Q

The first elements of all the ordered pairs is called ?

A

Domain

ANSWERED

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20
Q

Let (B = x/x are letters of your MMW Instructor’s name). Express B in tabular form

A

(B=X|X G,E,M,M,A)

ANSWERED

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21
Q

Subsets are the objects or ideas in a set.

A

FALSE

ANSWERED

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22
Q

If a set is empty, then the number of its subset is 0.

A

FALSE

ANSWERED

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23
Q

An empty set is a finite set.

A

TRUE

ANSWERED

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24
Q

The set of positive integers less than 10 can be expressed as (1, 2, 3, 5,7, 9).

A

FALSE

ANSWERED

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25
Q

Let A = 1,2,3} and (B = 4,5, 6). Then the number of elements in (An B)

A

FALSE

ANSWERED

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26
Q

Let A = 1,2,3) and (B = 2,3,4). Then (1,2) is a subset of A\B.

A

FALSE

ANSWERED

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27
Q

AnA = U, where U is a universal set.

A

FALSE

ANSWERED

28
Q

If a set is a singleton set, then the number of its subset will be 1.

A

FALSE

ANSWERED

29
Q

(1,3,5) ≤ (1,3,5,7)

A

TRUE

ANSWERED

30
Q

(x)x € N and x > 10) c N

A

TRUE

ANSWERED

31
Q

(a, b) c (b, a).

A

FALSE

ANSWERED

32
Q

(a) € (b,a, d, f).

A

FALSE

ANSWERED

33
Q

Let (A = 1,2,3). Then the cardinality of the power set of A is 8.

A

TRUE

ANSWERED

34
Q

Empty set is always a subset of any set.

A

TRUE

ANSWERED

35
Q

Let (1,2). Then the power set of A is (D, A, (1), (2))

A

FALSE

ANSWERED

36
Q

The relation | (3,4), (1,3),(3,2), (2,3)) is not a function

A

FALSE

ANSWERED

37
Q

(0) C D

A

TRUE

ANSWERED

38
Q

(0) is a finite set.

A

TRUE

ANSWERED

39
Q

Let la,b, c). Then a, b C A.

A

TRUE

ANSWERED

40
Q

It is a study of numbers and arithmetic operations.

A

Mathematics

ANSWERED

41
Q

It is a tool or a collection of skills that help us answer question of how much or how many?

A

Math

ANSWERED

42
Q

It is a science of logical reasoning, drawing conclusions
from assumed premises or strategic reasoning

A

MATH

ANSWERED

43
Q

repeated of recurring forms or design

A

Pattern

ANSWERED

44
Q

indicates that you can draw an imaginary line across an object and the resulting parts
are mirror images of each other

A

SYMMETRY

ANSWERED

45
Q

The smallest measure of angle that a figure can rotate while preserving the original position

A

ANGLE OF ROTATION

ANSWERED

46
Q

A common way of describing rotational symmetry

A

ORDER OF ROTATION

ANSWERED

47
Q

if you rotate the starfish by 72° you can still achieve the same appearance as the original
position

A

ROTATIONAL SYMMETRY

ANSWERED

48
Q

are objects in which the same pattern occurs again and again at different scales and sizes.

A

FRACTALS

ANSWERED

49
Q

curved pattern that focuses on a center point and a series of circular shapes that
revolve around it.

A

SPIRAL

ANSWERED

50
Q

are patterns made by repeatedly tiling the same or similar shapes.

A

TESSELATION

ANSWERED

51
Q

involve finding the optimum method of filling up a given space such as cubic or
spherical container.

A

PACKING PROBLEM

ANSWERED

52
Q

is a well-defined list, collection, or class of objects. The objects in sets can be anything: numbers, people, letters, rivers, etc. These objects are
called elements or members of the set.

A

SETS

ANSWERED

53
Q

set by actually listing its members.
Example:
Let A consist of the numbers 1, 3, 7, and 10, then we write

A = {1, 3, 7, 10}

A

TABULAR FORM

ANSWERED

54
Q

If we define a particular set by stating properties which its
element must satisfy.
Example:
Let B be the set of all even numbers , then we use a letter,
usually ”x”, to represent an arbitrary element and we write

B = {x|x is even}

A

SET BUILDER FORM

ANSWERED

55
Q

A diagram that shows sets and which elements belong to which set by drawing regions around them.

A

VENN DIAGRAM

ANSWERED

56
Q

a set S from universal set U ,power set of S denoted by φ(S), is the
collection (or sets) of all subsets of S.

A

POWER SET

ANSWERED

57
Q

is a composition of the x coordinate (abscissa) and
the y coordinate (ordinate), having two values written in a fixed
order within parentheses.

A

ORDERED PAIRS

ANSWERED

58
Q

a set with only one element.
Example: J = {x|x is a whole number greater than 1 but less than 3}

A

SINGLETON SET

ANSWERED

59
Q

A unique set with no elements, denoted by ∅ or {}.
Example: M = {x|x is a number of panda bear in Manila Zoo}
because there is no panda bear in Manila Zoo. We may write this as
,

M = {} or M = ∅

A

EMPTY SET OR NULL SET

ANSWERED

60
Q

A set consisting of all possible elements which occurs under
consideration

A

UNIVERSAL SET

ANSWERED

61
Q

set is the number of elements or members cardinality of
set A, denoted by n(A). In other words, the number of distinct
elements present in a set is the cardinal number of a set.

Example
E = {a,e, i, o, u},the cardinal number of E is 5 or n(E) = 5

A

Cardinal set

ANSWERED

62
Q

If A and B are sets, A is called subset of B, written A ⊆ B,if and only
if, every element of A is also an element of B.

A

subset

ANSWERED

63
Q

it consist of a specific number of different elements
or is a set whose elements are limited or countable and the last
element can be identified.
Example:
1. A = {x|x is a positive integer less than 10 }
2. Let M be the set of the days of the week.
3. Let P = {x|x is a river on the earth }

A

finite set

ANSWERED

64
Q

is a set whose elements are unlimited or uncountable,
and the last element cannot be specified.
Example:
1. F = {x|x is a set of whole numbers}
2. Let N = {2, 4, 6, 8, …}

A

Infinite set

ANSWERED

65
Q

is a set with only one element.
Example:
J = {x|x is a whole number greater than 1 but less than 3}

A

singleton set or uni set

ANSWERED

66
Q
A
67
Q
A

Supply Chain Management (8 decks)

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