1.
The set of all possible inputs of a function is called
a. Domain
b. Function
c. Period
d. Periodic Function
2.
An operation that assigns a correspondence from elements of one set to
elements of another set is called
a. Domain
b. Function
c. Period
d. Periodic Function
3.
The repeating interval of a periodic function is
a. Domain
b. Function
c. Period
d. Periodic Function
4.
A function that repeats itself in regular intervals; it follows this equation: f (x + c)
= f (x), where c is a constant.
a. Domain
b. Function
c. Period
d. Periodic Function
5.
The set of all possible outputs of a function.
a. Trigonometric Functions
b. Range
c. Reference Angle
d. Rule
6.
The positive acute angle formed between the terminal side of an angle and the xaxis.
a. Trigonometric Functions
b. Range
c. Reference Angle
d. Rule
7.
The part of a function that dictates the exact correspondence between the
elements of one set and the elements of another set.
a. Trigonometric Functions
b. Range
c. Reference Angle
d. Rule
8.
There are six trigonometric functions: Sine, cosine, tangent, cosecant, secant,
and cotangent.
a. Trigonometric Functions
b. Range
c. Reference Angle
d. Rule
9.
The circle whose center is at the origin and whose radius is one.
a. Unit Circle
b. Range
c. Reference Angle
d. Rule
10.
The square root of the sum of the squares of its real and imaginary coefficients.
a. absolute value of a complex number
b. algebraic vector
c. amplitude of a complex number
d. amplitude
11.
An ordered pair of numbers representing the terminal point of a standard vector.
a. absolute value of a complex number
b. algebraic vector
c. amplitude of a complex number
d. amplitude
12.
Same as the argument of a complex number.
a. absolute value of a complex number
b. algebraic vector
c. amplitude of a complex number
d. amplitude
13.
The vertical stretch of a function.
a. absolute value of a complex number
b. algebraic vector
c. amplitude of a complex number
d. amplitude
14.
The measure of rotation.
a. angular velocity
b. angle
c. angle of depression
d. angle of elevation
15.
An angle measured below the horizontal.
a. angular velocity
b. angle
c. angle of depression
d. angle of elevation
16.
An angle measured above the horizontal.
a. angular velocity
b. angle
c. angle of depression
d. angle of elevation
17.
Defined in terms of angle of rotation and time.
a. angular velocity
b. angle
c. angle of depression
d. angle of elevation
18.
The angle formed between the positive x-axis and a line segment between the
origin and the number.
a. argument of a complex number
b. asymptotes
c. bearing
d. circular functions
19.
The lines representing undefined values for trigonometric functions.
a. argument of a complex number
b. asymptotes
c. bearing
d. circular functions
20.
An angle measured clockwise from due north to a vector.
a. argument of a complex number
b. asymptotes
c. bearing
d. circular functions
21.
The functions whose domains are angles measured in radians and whose ranges
are values that correspond to analogous trigonometric functions.
a. argument of a complex number
b. asymptotes
c. bearing
d. circular functions
22.
The fundamental identities that involve the basic trig functions of complementary
angles.
a. complex plane
b. component vectors
c. cofunction identities
d. cofunctions
23.
The pairs of trigonometric functions of complimentary angles whose trigonometric
ratios are equal.
a. complex plane
b. component vectors
c. cofunction identities
d. cofunctions
24.
A coordinate system for complex numbers.
a. complex plane
b. component vectors
c. cofunction identities
d. cofunctions
25.
The horizontal and vertical component vectors of a given vector.
a. complex plane
b. component vectors
c. cofunction identities
d. cofunctions
26.
The ordered pair of numbers representing the vector.
a. components
b. conditional equation
c. conditional trigonometric equations
d. components of an algebraic vector
27.
The individual vectors that are combined to yield the resultant vector.
a. components
b. conditional equation
c. conditional trigonometric equations
d. components of an algebraic vector
28.
An equation that is valid for a limited number of values of the variable.
a. components
b. conditional equation
c. conditional trigonometric equations
d. components of an algebraic vector
29.
True for only a limited number of replacement values.
a. components
b. conditional equation
c. conditional trigonometric equations
d. components of an algebraic vector
30.
The reciprocal of the sine function.
a. coterminal
b. cosecant
c. cosine
d. cotangent
31.
A trigonometric ratio equal to the adjacent side divided by the hypotenuse.
a. coterminal
b. cosecant
c. cosine
d. cotangent
32.
The reciprocal of the tangent function.
a. coterminal
b. cosecant
c. cosine
d. cotangent
33.
The two angles in standard position that share a terminal side.
a. coterminal
b. cosecant
c. cosine
d. cotangent
34.
A unit of angle measurement equal to 1/360 of a revolution.
a. dot product
b. equivalent vectors
c. degree
d. directed line segment
35.
A line segment of a given length and a given direction.
a. dot product
b. equivalent vectors
c. degree
d. directed line segment
36.
A process of combining two vectors yielding a single number.
a. dot product
b. equivalent vectors
c. degree
d. directed line segment
37.
Two vectors that have the same magnitude and direction.
a. dot product
b. equivalent vectors
c. degree
d. directed line segment
38.
A function is even if f(-x) = f(x).
a. even function
b. odd function
39.
The solutions defined over entire domain.
a. De Moivre's theorem
b. General solution
c. Geometric vector
d. Heron's formula
40.
A quantity that can be represented by a directional line segment.
a. De Moivre's theorem
b. General solution
c. Geometric vector
d. Heron's formula
41.
A formula for finding the area of a triangle given the lengths of the three sides.
a. De Moivre's theorem
b. General solution
c. Geometric vector
d. Heron's formula
42.
A theorem involving powers of complex numbers.
a. De Moivre's theorem
b. General solution
c. Geometric vector
d. Heron's formula
43.
The fundamental identities that involve the basic trig functions of negative angles.
a. Trigonometric identity
b. Imaginary axis
c. Initial point
d. Identities for negatives
44.
An equation made up of trigonometric functions of an angle that is valid for all
values of the angle. Also called
a. Trigonometric identity
b. Imaginary axis
c. Initial point
d. Identities for negatives
45.
An axis in the complex plane.
a. Trigonometric identity
b. Imaginary axis
c. Initial point
d. Identities for negatives
46.
The beginning point of a vector.
a. Trigonometric identity
b. Imaginary axis
c. Initial point
d. Identities for negatives
47.
The side of angle where angle measurement begins.
a. inverse cosine function
b. inverse cotangent function
c. initial side
d. inverse cosecant function
48.
Defined in terms of the restricted sine function.
a. inverse cosine function
b. inverse cotangent function
c. initial side
d. inverse cosecant function
49.
The inverse of the restricted cosine function.
a. inverse cosine function
b. inverse cotangent function
c. initial side
d. inverse cosecant function
50.
Defined in terms of the restricted tangent function.
a. inverse cosine function
b. inverse cotangent function
c. initial side
d. inverse cosecant function
51.
The notation used to express an angle in terms of the value of trigonometric
functions.
a. inverse notation
b. inverse secant function
c. inverse sine function
d. inverse tangent function
52.
Defined in terms of the restricted cosine function.
a. inverse notation
b. inverse secant function
c. inverse sine function
d. inverse tangent function
53.
The inverse of the restricted sine function.
a. inverse notation
b. inverse secant function
c. inverse sine function
d. inverse tangent function
54.
The inverse of the restricted tangent function.
a. inverse notation
b. inverse secant function
c. inverse sine function
d. inverse tangent function
55.
A relationship between the lengths of the three sides of a triangle and the cosine
of one of the angles.
a. Law of sines
b. Law of cosines
56.
A relationship between the ratios of the sines of angles of a triangle and the side
opposite those angles.
a. Law of sines
b. Law of cosines
57.
A method of approximating values in a table using adjacent table values.
a. linear interpolation
b. linear velocity
c. magnitude of a vector
d. mathematical induction
58.
Defined in terms of arc length and time.
a. linear interpolation
b. linear velocity
c. magnitude of a vector
d. mathematical induction
59.
The length of the directional line segment.
a. linear interpolation
b. linear velocity
c. magnitude of a vector
d. mathematical induction
60.
A method of mathematical proof.
a. linear interpolation
b. linear velocity
c. magnitude of a vector
d. mathematical induction
61.
The largest value of a function in a given interval.
a. minimum value
b. minute
c. modulus of a complex number
d. maximum value
62.
The smallest value of a function in a given interval.
a. minimum value
b. minute
c. modulus of a complex number
d. maximum value
63.
An angle measurement equal to 1/60 of a degree.
a. minimum value
b. minute
c. modulus of a complex number
d. maximum value
64.
Same as absolute value of a complex number.
a. minimum value
b. minute
c. modulus of a complex number
d. maximum value
65.
The results from clockwise rotation.
a. odd function
b. one-to-one
c. negative angle
d. norm
66.
Another name for the magnitude of a vector.
a. odd function
b. one-to-one
c. negative angle
d. norm
67.
A function of f(-x) = -f(x).
a. odd function
b. one-to-one
c. negative angle
d. norm
68.
A characteristic of functions where each element in the domain is pairs with one
and only one element in the range and vice versa.
a. odd function
b. one-to-one
c. negative angle
d. norm
69.
A process used to add together two nonparallel vectors.
a. period
b. periodic functions
c. phase shift
d. parallelogram rule
70.
The smallest value of q such that f(x) = f(x+q) where f(x) is a periodic function.
a. period
b. periodic functions
c. phase shift
d. parallelogram rule
71.
A trigonometric functions whose values repeat once each period.
a. period
b. periodic functions
c. phase shift
d. parallelogram rule
72.
The horizontal displacement of a function to the right or left of the vertical axis.
a. period
b. periodic functions
c. phase shift
d. parallelogram rule
73.
A ray extending from the pole in a polar coordinate system.
a. polar axis
b. polar coordinate system
c. polar coordinates
d. pole
74.
A coordinate system using distance and angle for position.
a. polar axis
b. polar coordinate system
c. polar coordinates
d. pole
75.
An ordered pair consisting of a radius and an angle.
a. polar axis
b. polar coordinate system
c. polar coordinates
d. pole
76.
The fixed center of the polar coordinate system.
a. polar axis
b. polar coordinate system
c. polar coordinates
d. pole
77.
The solutions defined over a limited domain.
a. Principal nth root
b. Projections
c. Pythagorean identities
d. Primary solutions
78.
The unary root of a complex number.
a. Principal nth root
b. Projections
c. Pythagorean identities
d. Primary solutions
79.
Another name for component vectors, the horizontal and vertical component
vectors of a given vector.
a. Principal nth root
b. Projections
c. Pythagorean identities
d. Primary solutions
80.
The fundamental identities that relate the sine and cosine functions and the
Pythagorean Theorem.
a. Principal nth root
b. Projections
c. Pythagorean identities
d. Primary solutions
81.
An angle in standard position with its terminal side on a coordinate axis.
a. radius vector
b. reference angle
c. quadrantal angle
d. radian
82.
The measure on an angle with vertex at the center of a circle that subtends an
arc equal to the radius of the circle.
a. radius vector
b. reference angle
c. quadrantal angle
d. radian
83.
Another name for a standard vector, a vector in standard position.
a. radius vector
b. reference angle
c. quadrantal angle
d. radian
84.
An acute angle whose trigonometric ratios are the same (except for sign) as the
given angle.
a. radius vector
b. reference angle
c. quadrantal angle
d. radian
85.
The result obtained after vector manipulation.
a. scalar quantity
b. secant
c. sector
d. resultant vector
86.
The value of a dot product of two vectors.
a. scalar quantity
b. secant
c. sector
d. resultant vector
87.
The reciprocal of the cosine function.
a. scalar quantity
b. secant
c. cosecant
d. resultant vector
88.
A portion of a circle enclosed by a central angle and its subtended arc.
a. scalar quantity
b. secant
c. sector
d. resultant vector
89.
One-half the perimeter of a triangle.
a. tangent
b. semiperimeter
c. sine
d. static equilibrium
90.
A trigonometric ratio equal to the opposite side divided by the hypotenuse.
a. tangent
b. semiperimeter
c. sine
d. static equilibrium
91.
The sum of all the force vectors add up to zero.
a. tangent
b. semiperimeter
c. sine
d. static equilibrium
92.
A trigonometric ratio equal to the opposite side divided by the adjacent side.
a. tangent
b. semiperimeter
c. sine
d. static equilibrium
93.
The ending point of a vector.
a. terminal point
b. terminal side
c. unit circle
d. static equilibrium
94.
The side of angle where angle measurement ends.
a. terminal point
b. terminal side
c. unit circle
d. static equilibrium
95.
A circle with a radius of one unit.
a. terminal point
b. terminal side
c. unit circle
d. static equilibrium
96.
The process of combining two vectors.
a. terminal point
b. vector addition
c. vector quantity
d. velocity vector
97.
A quantity that has both size and direction.
a. terminal point
b. vector addition
c. vector quantity
d. velocity vector
98.
A vector representing the speed and direction of a moving object.
a. terminal point
b. vector addition
c. vector quantity
d. velocity vector
99.
An extension of De Moivre's theorem involving roots of complex numbers.
a. nth root theorem
b. vertical shift
c. zero vector
d. velocity vector
100.
The vertical displacement of a function above or below the horizontal axis.
a. nth root theorem
b. vertical shift
c. zero vector
d. velocity vector