DAY 3- MATHEMATICAL TERMS Flashcards

1
Q

Numbers which allow us to count the objects or ideas in a given collection

A

Cardinal numbers

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2
Q

Numbers which state the position of the individual objects in a sequence

A

Ordinal numbers

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3
Q

Used by romans to indicate that a number should be multiplied by 100

A

Bracket

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4
Q

Roman (multiply by 1000)

A

Vinculum

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5
Q

Multiply the numbwe by 1000000

A

Doorframe

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6
Q

Equal to the square root of negative one

A

Imaginary number

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7
Q

Positive integers that have more that two positive whole number factors

A

Composite numbers

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8
Q

Integer greater than 1 that is divisible only by 1 itself

A

Prime number

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9
Q

“Every positive integer greater than 1 is a prime or can be expressed as a unique product of primes and power of primes”

A

Fundamental theorem of arithmethic

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10
Q

The only even number that is a prime number

A

2

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11
Q

Set of two consecutive odd primes which differ by two

A

Twin primes

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12
Q

Symmetric primes are also called______

A

Euler primes

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13
Q

A prime number that remains a prime when its digits are reversed

A

Emirp

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14
Q

An integer that is equal to the sum of all its possible divisors except the number itself

A

Perfect number

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15
Q

Two integers where each is the sum of all the possible divisors of the other

A

Amicable numbers

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16
Q

Factorial symbol was introduced by

A

Christian Kramp

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17
Q

The name Celsius and Fahrenheit was named after

A

Anders Celsius and Gabriel Daniel Fahrenheit

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18
Q

Kelvin was named after British physicist

A

William Thompson

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19
Q

How many Mil are there in one revolution?

A

6400

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20
Q

If ab=0, then a=0 and b=0, this property is known as

A

Zero-Factor Property

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21
Q

Radical was first used by ________ in his Die Coss

A

Christoff Rudolff

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22
Q

It is a radical expressing an irrational number

A

Surd

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23
Q

Refers to the product of several prime numbers occuring in the denominators, each taken with its greatest multiplicity

A

Least Common Denominator

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24
Q

Number that two other numbers will divide into evenly

A

Common multiple

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25
A number that divides into larger number evenly
Factor
26
Logarithm with base e is called
Natural logarithm or Napierean logarithm
27
Logarith with base 10
Briggsian logarithm
28
e
Euler's number
29
Father of Algebra
Diophantus of Alexandria
30
Branch of mathematics that concerns with the selection of objects called elements
Combinatorics
31
Ordered arrangement of a finite number of elements
Permutation
32
Arrangement of the selection of objects regardless of the order
Combination
33
Numberical assessment of likelihood
Probability
34
Father of the theory of probability
Gerolamo Cardano
35
He gave emphasis on Plane Geometry
Euclid
36
Contributed in solid geometry
Archimedes
37
The problems of this type of geometry can be solved by logical reasoning from an initial core of postulates (axioms)
Euclidean Geometry
38
Other term for Full angle (equal to 360 degrees)
Perigon
39
Two angles with a common leg
Adjacent angles
40
Two angles whose sum is a perigon
Explementary angles
41
A straight line which divides a geometric figure into two equal figures
Bisector
42
Also called the centesimal degree (1/400th of the full circle)
Gon
43
A triangle with sides 3,45 units
Egyptian triangle
44
Triangle inscribed in a given triangle whose vertices are the feet of the three perpendiculars to the sides from point inside a given triangle
Pedal triangle
45
Golden ratio
72, 72, 36
46
segment of a secant bounded by the circle
chord
47
a lime cutting the circle in two places
Secant
48
area bounded by two radiu and the included arc
sector
49
area bounded by a chord and the arc subtending the chord
segment
50
A solid whose faces are plane polygons
Polyhedron
51
Law of sines was demonstrated by ________
Ptolemy of Alexandria
52
Law of Cosines was introduced by ______
Francois Viete
53
A circle whose center coincides with the center of the spehere
Great Circle
54
Surfaces of wedges are called _____ or ______
Spherical lunes or digons
55
Terrestrial sphere refers to the earth as sphere with a radius of ____________
3959 statute miles
56
Angular distance of the point from the equator
Latitude
57
One minute of the arc of latitude is approximately __________
one nautical mile or 1852 meters
58
Angular distance between the prime meridian and the meridian through the point
Longtitude
59
The term conic was first introduced by _____
Apollonius
60
Leibnis named integral calculus as
calculus summatorius
61
F=kx, k is the spring constant
Hooke's law
62
An integral in which the integrand is integrated to n times is ______
n-fold iterated integral
63
Quantities whose measurement is specified by magnitude and direction
Vector
64
Quantities which have only magnitudes
Scalar quantities
65
A vesto whose action is not confined to or associated with a unique line in space
Free vector
66
Propert of the body by virtue of which a resultant force is required to change its motion
Inertie
67
Product if the force and the time during which it acts
Impulse
68
Collision of two bodies in which KE as well as momentym is conseved
Elastic collision
69
Negative ratio of the relative velocity after collision to the relative velocity before collision
Coefficient of restitution
70
Refers to the study of motion without reference to the forces which causes the motion
Kinematics
71
The limited amount of resistance to sliding between the surfaces of two bodies in contact
Friction
72
Motion in a plane or one dimension
Rectilinear translation
73
Stress beyond which the material will not return to its original shape when the load is removed
Elastic limit
74
Permanent deformation caused by excessive stress
Pemanent set
75
Point where there is an appreciable elongation or yielding of the material even without any corresponding increase of load
Yield point
76
Refers to the highest ordinare in the stress-strain diagram
Ultimate stress
77
Sometimes known as stress at failure
Rapture strength
78
Actual stress of the material when loaded
Working stress
79
Maximum safe stress which the material can carry
Allowable stress
80
Ratio of the ultimate stress to allowable stress
Factor of safety
81
Angular change between two perpendicular faces of a differential element
Shearing strain
82
Refers to the modulus of elasticity in shear
modulus of rigidity
83
Refers to the twisting of solid or hollow circular shafts
Torsion