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Worksheets

Mr. Lords Vocabulary

Total questions: 150

Worksheet time: 1hrs 15mins

Name
Class
Date
1.

A linear equation in the form Ax+By=C when A,B&C are real numbers and A&B=0

a)

X-intercept

b)

Standard form of a line

c)

Quantity

d)

Variable

2.

Anything that can be measured or counted

a)

X-intercept

b)

Standard form of a line

c)

Quantity

d)

Variable

3.

A letter or symbol used to represent a value that can change

a)

X-intercept

b)

Standard form of a line

c)

Quantity

d)

Variable

4.

A value that does not change

a)

Constant

b)

Power

c)

Algebraic expression

d)

Numerical expression

5.

An expression that may contain only constants and operations

a)

Constant

b)

Power

c)

Algebraic expression

d)

Numerical expression

6.

An expression that contains variables, constants and operations

a)

Constant

b)

Power

c)

Algebraic expression

d)

Numerical expression

7.

An expression written as a power and a base or the value of that expression

a)

Constant

b)

Power

c)

Algebraic expression

d)

Numerical expression

8.

An expression written as a power and a base or the value of that expression

a)

Power

b)

Exponent

c)

Variable

d)

Times Time

9.

The number that indicates how many times the base is used as a factor

a)

Power

b)

Base

c)

Exponent

d)

Coeffeint

10.

The number is used as a factor

a)

Base

b)

Exponent

c)

Coefficient

d)

one

11.

To replace an expression with its simplest name or form

a)

Exponent

b)

Simplify

c)

Base

d)

Divide

12.

A number that is multiplied by itself to form a product

a)

Power

b)

Exponent

c)

Base

d)

Square Root

13.

The expression under the radical sign

a)

Radioactive

b)

Radioligy

c)

Radicant

d)

Radicont

14.

An expression made up of a radical symbol and a radicand

a)

Power

b)

Base

c)

Radical

d)

Raymoney

15.

A number whose positive square root is a whole number

a)

Perfect Square Root

b)

Square Root

c)

Imperfect Square Root

d)

Root of the Square

16.

Two algebraic expressions that have the same value for all values of the variable(s)

a)

Equation

b)

Equivalent Expression

c)

Expression

d)

Equivalent Equation

17.

The distance from zero on a number line

a)

Number Line

b)

lxl

c)

Values of 0

d)

Absolute Value

18.

Two numbers the same distance from zero but in opposite directions

a)

Inverses

b)

Opposites

c)

Additive Inverses

d)

Opposite Inverses

19.

A number and it's opposite

a)

1 and -1

b)

Oppisites

c)

Additive Inverses

d)

1 and 3

20.

Two numbers whose product is 1

a)

Variable

b)

Additive Inverses

c)

2-11

d)

Recipricols

21.

A number and it's reciprocal

a)

Multiplicative inverses

b)

Additive Inverses

c)

Subtracting Inverses

d)

Deviding Inderses

22.

The parts of an expression to be added or subtracted

a)

Variable

b)

Numbers

c)

Terms

d)

Constant

23.

Terms that contain the same variable(s) raised to the same power(s)

a)

One and Two

b)

Terms

c)

Like Terms

d)

Like Variables

24.

A number multiples by a variable

a)

Coefficient

b)

Variable

c)

Constant

d)

Symbols

25.

A mathematical sentence that uses and equal sign

a)

Open Sentence

b)

Exponent

c)

Expression

d)

Equation

26.

An equation that contains one or more variables and may be true or false depending on the values of those variables

a)

Variable

b)

Open Sentence

c)

Constant

d)

Combine LIke Terms

27.

The value of the variable(s) that makes the equation true

a)

The solution to an Equation

b)

The solution to an Expression

c)

The solution to Math

d)

The solution to Gunnar

28.

The process of reaching a conclusion based on an observed pattern

a)

Deductive Reasoning

b)

Preductive Reasoning

c)

Reductive Reasoning

d)

Inductive Reasoning

29.

A member of a set

a)

Element of a Set

b)

Element of a Subset

c)

Elements to the Periodic Table

d)

The elements

30.

A set consisting of elements from the given set

a)

Element of a Set

b)

Element of a Subset

c)

Subset

d)

The elements

31.

A well-defined collection of objects

a)

Seet

b)

Set

c)

Group

d)

Subset

32.

The counting numbers

a)

Whole Numbers

b)

Natural Numbers

c)

Rational Numbers

d)

Integers

33.

Whole numbers and their opposites

a)

Whole Numbers

b)

Natural Numbers

c)

Rational Numbers

d)

Integers

34.

Numbers that can be expressed as a fraction a/b

a)

Whole Numbers

b)

Natural Numbers

c)

Rational Numbers

d)

Integers

35.

Numbers that cannot be expressed as a fraction a/b

a)

No Rational Number

b)

Irrational Numbers

c)

Rational Number

d)

All Rational Number

36.

The set of all rational and irrational numbers

a)

Inequality

b)

Real numbers

c)

Counterexample

d)

Deductive reasoning

37.

A mathematical sentence that compares the values of two expressions

a)

Inequality

b)

Real numbers

c)

Counterexample

d)

Deductive reasoning

38.

The process of reasoning logically from given facts to a conclusion

a)

Inequality

b)

Real numbers

c)

Counterexample

d)

Deductive reasoning

39.

An example showing that a statement is false

a)

Inequality

b)

Real numbers

c)

Counterexample

d)

Deductive reasoning

40.

Equations that have the same solutions

a)

Equivalent equations

b)

Isolate

c)

Identity

d)

Inverse operation

41.

To get a variable with a coefficient of 1 alone on one side or the equation

a)

Equivalent equations

b)

Isolate

c)

Identity

d)

Inverse operation

42.

An operation that undoes another operation

a)

Equivalent equations

b)

Isolate

c)

Identity

d)

Inverse operation

43.

An equation that is true for all values of the variable. It has infinite solutions

a)

Equivalent equations

b)

Isolate

c)

Identity

d)

Inverse operation

44.

An equation that is not true for any value of the variable. It has no solutions

a)

Formula

b)

Literal equation

c)

Ratio

d)

Contradiction

45.

An equation that states a rule for a relationship among quantities

a)

Formula

b)

Literal equation

c)

Ratio

d)

Contradiction

46.

An equation with 2 or more variables

a)

Formula

b)

Literal equation

c)

Ratio

d)

Contradiction

47.

A comparison of two numbers by division

a)

Formula

b)

Literal equation

c)

Ratio

d)

Contradiction

48.

A ratio of two quantities with different units

a)

Proportion

b)

Conversion factor

c)

Rate

d)

Unit Rate

49.

A rate with second quantity of 1 unit

a)

Proportion

b)

Conversion factor

c)

Rate

d)

Unit Rate

50.

A ratio of two equivalent measures in different units

a)

Proportion

b)

Conversion factor

c)

Rate

d)

Unit Rate

51.

An equation that states two ratios are equal

a)

Proportion

b)

Conversion factor

c)

Rate

d)

Unit Rate

52.

Two shapes that have the same shape but not the same size

a)

Scale

b)

Similar Drawings

c)

Similar figures

d)

Scale Model

53.

An enlarged or reduced drawing similar to an actual object or place

a)

Scale

b)

Similar Drawings

c)

Similar figures

d)

Scale Model

54.

The ratio of any length in a scale drawing to the corresponding actual length

a)

Scale

b)

Similar Drawings

c)

Similar figures

d)

Scale Model

55.

A 3-D model that is similar to a 3-D object

a)

Scale

b)

Similar Drawings

c)

Similar figures

d)

Scale Model

56.

A ratio that compares a number to 100

a)

Percent Decrease

b)

Percent Change

c)

Percent Increase

d)

Percent

57.

The ratio of the amount of change to the original amount

a)

Percent Decrease

b)

Percent Change

c)

Percent Increase

d)

Percent

58.

An increase given as a percent of the original amount

a)

Percent Decrease

b)

Percent Change

c)

Percent Increase

d)

Percent

59.

An increase given A decrease given as a percent of the original amount a percent of the original amount

a)

Percent Decrease

b)

Percent Change

c)

Percent Increase

d)

Percent

60.

The ratio of the absolute value of the difference of the measured value and an actual value compared to the actual value expressed as a percent

a)

Percent Error

b)

Solution of an inequality

c)

Discriminant

d)

Equivalent inequalities

61.

The b^2-4ac in the number of solutions the quadratic equation has

a)

Percent Error

b)

Solution of an inequality

c)

Discriminant

d)

Equivalent inequalities

62.

Any value that makes the inequality true

a)

Percent Error

b)

Solution of an inequality

c)

Discriminant

d)

Equivalent inequalities

63.

Inequalities that have the same solutions

a)

Percent Error

b)

Solution of an inequality

c)

Discriminant

d)

Equivalent inequalities

64.

A notation for listing all of the elements in a set using braces and commas

a)

Set-builder notation

b)

Roster Form

c)

Empty Set

d)

Universal Set

65.

A notation for listing all of the A notation used to describe the elements of a set in a set using braces and commas

a)

Set-builder notation

b)

Roster Form

c)

Empty Set

d)

Universal Set

66.

A set that contains no elements

a)

Set-builder notation

b)

Roster Form

c)

Empty Set

d)

Universal Set

67.

The set of all Possible elements from which a subset is formed

a)

Set-builder notation

b)

Roster Form

c)

Empty Set

d)

Universal Set

68.

The set of all elements in a universal set that are not in a given set

a)

Union

b)

Compound inequality

c)

Complement Of a Set

d)

Interval Notation

69.

Two inequalities that are combined into one statement by the words and or or

a)

Union

b)

Compound inequality

c)

Complement Of a Set

d)

Interval Notation

70.

A notation for describing an interval on a number line

a)

Union

b)

Compound inequality

c)

Complement Of a Set

d)

Interval Notation

71.

The set that contains all the elements of two or more sets

a)

Union

b)

Compound inequality

c)

Complement Of a Set

d)

Interval Notation

72.

The set of elements that are common to every set

a)

Intersection

b)

Disjoint sets

c)

Dependent Variable

d)

Independent variable

73.

Sets that have no elements in common

a)

Intersection

b)

Disjoint sets

c)

Dependent Variable

d)

Independent variable

74.

A variable that provides the input value of a function

a)

Intersection

b)

Disjoint sets

c)

Dependent Variable

d)

Independent variable

75.

A variable that provides the output value of a function

a)

Intersection

b)

Disjoint sets

c)

Dependent Variable

d)

Independent variable

76.

A value of the independent variable

a)

Linear function

b)

Input

c)

Output

d)

Function

77.

A value of the dependent variable

a)

Linear function

b)

Input

c)

Output

d)

Function

78.

A relationship that pairs every input with exactly one output

a)

Linear function

b)

Input

c)

Output

d)

Function

79.

A function whose graph is a line

a)

Linear function

b)

Input

c)

Output

d)

Function

80.

A function whose graph is not a line or part of a line

a)

Non-Linear Function

b)

Discrete Graph

c)

Relation

d)

Continuous graph

81.

A graph that is unbroken

a)

Non-Linear Function

b)

Discrete Graph

c)

Continous Graph

d)

Relation

82.

A graph composed of isolated points

a)

Non-Linear Function

b)

Discrete Graph

c)

Relation

d)

Continuous graph

83.

A pairing of input values with output values that can be described as an ordered pair

a)

Non-Linear Function

b)

Discrete Graph

c)

Relation

d)

Continuous graph

84.

The set of all possible input values of a function or relation (x values)

a)

Function Notation

b)

Domain

c)

Vertical line test

d)

Range

85.

The set of all possible output values of a function or relation (y values)

a)

Function Notation

b)

Domain

c)

Vertical line test

d)

Range

86.

A method used to determine if a relation is a function or not

a)

Function Notation

b)

Domain

c)

Vertical line test

d)

Range

87.

A method of writing a function using f(x) in place of y

a)

Function Notation

b)

Domain

c)

Vertical line test

d)

Range

88.

A list of numbers that often form a pattern

a)

Sequence

b)

Arithmetic sequence

c)

Term of a sequence

d)

Common Difference

89.

An element or number in the sequence

a)

Sequence

b)

Arithmetic sequence

c)

Term of a sequence

d)

Common Difference

90.

A sequence whose successive terms differ by the same nonzero number or common difference

a)

Sequence

b)

Arithmetic sequence

c)

Term of a sequence

d)

Common Difference

91.

In an arithmetic sequence, the nonzero constant difference of any term and the previous term

a)

Sequence

b)

Arithmetic sequence

c)

Term of a sequence

d)

Common Difference

92.

A ratio that compares the amount of change in the dependent variable to the amount of change in the independent variable

a)

Rate of Change

b)

Rise

c)

Slope

d)

Run

93.

A measure of the steepness of a line

a)

Rate of Change

b)

Rise

c)

Slope

d)

Run

94.

The difference in the y-values of two points on a line

a)

Rate of Change

b)

Rise

c)

Slope

d)

Run

95.

The difference in the x-values of two points on a line

a)

Rate of Change

b)

Rise

c)

Slope

d)

Run

96.

A relationship between two variables that can be written in the form y=kx where k is a nonzero constant

a)

Constant of variation

b)

Direct Variation

c)

Slope-intercept form

d)

Y - Intercept

97.

The non-zero constant k in a direct variation equation

a)

Constant of variation

b)

Direct Variation

c)

Slope-intercept form

d)

Y - Intercept

98.

A linear equation in the form where m is the slope and b is the y-intercept

a)

Constant of variation

b)

Direct Variation

c)

Slope-intercept form

d)

Y - Intercept

99.

The y-coordinate of the point where a line crosses the y-axis

a)

Constant of variation

b)

Direct Variation

c)

Slope-intercept form

d)

Y - Intercept

100.

A linear equation in the form where m is the slope and is a point on the line

a)

Opposite reciprocals

b)

Parallel lines

c)

Point Slope Intercept Form

d)

Perpendicular Lines

101.

Lines in the same plane that do not intersect

a)

Opposite reciprocals

b)

Parallel lines

c)

Point Slope Intercept Form

d)

Perpendicular Lines

102.

Lines that intersect to form right angles

a)

Opposite reciprocals

b)

Parallel lines

c)

Point Slope Intercept Form

d)

Perpendicular Lines

103.

Two numbers whose product is -1

a)

Opposite reciprocals

b)

Parallel lines

c)

Point Slope Intercept Form

d)

Perpendicular Lines

104.

A graph that relates two different sets of data by displaying them as ordered pairs

a)

Scatterplot

b)

Negative correlation

c)

Positive Correlation

d)

No Correlation

105.

The relationship between two sets of data in which both sets of data increase

a)

Scatterplot

b)

Negative correlation

c)

Positive Correlation

d)

No Correlation

106.

The relationship between two sets of data in which one set of data increases while the other decreases

a)

Scatterplot

b)

Negative correlation

c)

Positive Correlation

d)

No Correlation

107.

Where there does not appear to be a relationship between two sets of data

a)

Scatterplot

b)

Negative correlation

c)

Positive Correlation

d)

No Correlation

108.

A line on a scatterplot drawn near the points that shows correlation

a)

Piecewise function

b)

Trend Line

c)

Step function

d)

Translation

109.

A shift in a graph vertically, horizontally or both

a)

Piecewise function

b)

Trend Line

c)

Step function

d)

Translation

110.

A function with different rules for different parts of its domain

a)

Piecewise function

b)

Trend Line

c)

Step function

d)

Translation

111.

A function that pairs every number in an interval with a single value

a)

Piecewise function

b)

Trend Line

c)

Step function

d)

Translation

112.

More then one equation in which all the equations are linear

a)

Consistent system

b)

Systems of linear equations

c)

Inconsistent system

d)

Solution of a system of linear equations

113.

Any ordered pair that satisfies all the equations in the system

a)

Consistent system

b)

Systems of linear equations

c)

Inconsistent system

d)

Solution of a system of linear equations

114.

System of equations or inequalities with no solutions

a)

Consistent system

b)

Systems of linear equations

c)

Inconsistent system

d)

Solution of a system of linear equations

115.

Systems of equations or inequalities with at least one solution

a)

Consistent system

b)

Systems of linear equations

c)

Inconsistent system

d)

Solution of a system of linear equations

116.

A system of equations with infinite solutions

a)

Dependent System

b)

Linear Inequalities

c)

Independent System

d)

Correclation

117.

A system of equations with exactly 1 solution

a)

Dependent System

b)

Linear Inequalities

c)

Independent System

d)

Correclation

118.

The relationship between data sets

a)

Dependent System

b)

Linear Inequalities

c)

Independent System

d)

Correclation

119.

An inequality in 2 variables whose graph is a region of the coordinate plane that is bound by a line

a)

Dependent System

b)

Linear Inequalities

c)

Independent System

d)

Correclation

120.

Any ordered pair that makes the linear inequality true

System of linear inequalities

a)

Index

b)

Solution of a system of inequalities

c)

Solution of linear inequalities

d)

Solution of linear inequality

121.

Two or more linear inequalities using the same variables

a)

Index

b)

Solution of a system of inequalities

c)

Solution of linear inequalities

d)

Solution of linear inequality

122.

Any ordered pair that makes all the linear inequalities true

a)

Index

b)

Solution of a system of inequalities

c)

Solution of linear inequalities

d)

Solution of linear inequality

123.

With the radical sign the number that indicates the degree of the root

a)

Index

b)

Solution of a system of inequalities

c)

Solution of linear inequalities

d)

Solution of linear inequality

124.

A function that repeatedly multiples an initial value by the same positive number

a)

Growth Factor

b)

Exponential function

c)

Exponential growth

d)

Exponential decay

125.

A situation modeled with a function of the form y=a•b^x where a>0 and b>1

a)

Growth Factor

b)

Exponential function

c)

Exponential growth

d)

Exponential decay

126.

1 plus the percent of change for an exponential growth situation

a)

Growth Factor

b)

Exponential function

c)

Exponential growth

d)

Exponential decay

127.

A situation modeled with a function of the form y=a•b^x where a>0 and 0<b<1

a)

Growth Factor

b)

Exponential function

c)

Exponential growth

d)

Exponential decay

128.

1 minus the percent of change for an exponential decay situation

a)

Compound interest

b)

Geometric sequence

c)

Decay factor

d)

Polynomials

129.

Interest paid on both the principle and the interest that has already been paid

a)

Compound interest

b)

Geometric sequence

c)

Decay factor

d)

Polynomials

130.

A number sequence formed by multiplying a term in a sequence by a fixed value to find the next term

a)

Compound interest

b)

Geometric sequence

c)

Decay factor

d)

Polynomials

131.

A monomial or the sum or difference of monomials

a)

Compound interest

b)

Geometric sequence

c)

Decay factor

d)

Polynomials

132.

A polynomial with one term

a)

Monomial

b)

Binomial

c)

Trinomial

d)

Degree Of Monomial

133.

A polynomial with 2 term

a)

Monomial

b)

Binomial

c)

Trinomial

d)

Degree Of Monomial

134.

A polynomial with 3 term

a)

Monomial

b)

Binomial

c)

Trinomial

d)

Degree Of Monomial

135.

The sum of the exponents of the variables in the monomial

a)

Monomial

b)

Binomial

c)

Trinomial

d)

Degree Of Monomial

136.

The largest degree of a term within the polynomial

a)

Quadratic function

b)

Degree of a polynomial

c)

Parabola

d)

Standard form of a polynomial

137.

A polynomial where the terms are written in order from greatest to least

a)

Quadratic function

b)

Degree of a polynomial

c)

Parabola

d)

Standard form of a polynomial

138.

A function that can be written in the form y=ax^2+bx+c whose graph is a parabola

a)

Quadratic function

b)

Degree of a polynomial

c)

Parabola

d)

Standard form of a polynomial

139.

The shape of a graph of a quadratic function ("U")

a)

Quadratic function

b)

Degree of a polynomial

c)

Parabola

d)

Standard form of a polynomial

140.

A quadratic function written in the form y=ax^2+bx+C

a)

Vertex

b)

Manimum

c)

Maximum

d)

Standard form of a quadratic function

141.

The highest or lowest point on the parabola

a)

Vertex

b)

Manimum

c)

Maximum

d)

Standard form of a quadratic function

142.

The y value of the lowest point on a graph of a function

a)

Vertex

b)

Manimum

c)

Maximum

d)

Standard form of a quadratic function

143.

The y value of the highest point on a graph of a function

a)

Vertex

b)

Manimum

c)

Maximum

d)

Standard form of a quadratic function

144.

A line that divides a graph into 2 matching halves

a)

Quadratic equation

b)

Standard form of a quadratic equation

c)

Axis of symmetry

d)

Zero of a function

145.

An equation that can be written in the form ax^2+bx+c=0

a)

Quadratic equation

b)

Standard form of a quadratic equation

c)

Axis of symmetry

d)

Zero of a function

146.

A quadratic equation written by the form ax^2+bx+c=0

a)

Quadratic equation

b)

Standard form of a quadratic equation

c)

Axis of symmetry

d)

Zero of a function

147.

The x intercept of a graph of a function

a)

Quadratic equation

b)

Standard form of a quadratic equation

c)

Axis of symmetry

d)

Zero of a function

148.

The solutions to a quadratic equation

a)

Zero-product property

b)

Standard form of a quadratic equation

c)

Roots of a function

d)

Zero of a function

149.

For all real numbers a&b if a&b=0 then a=0 or b=0

a)

Zero-product property

b)

Standard form of a quadratic equation

c)

Roots of a function

d)

Zero of a function

150.

The x-coordinate of the point where a line crosses the x-axis

a)

Variable

b)

x-intercept

c)

Quantity

d)

y-intercept