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Questions and Answers
What type of number can be expressed as an integer or fraction?
What type of number can be expressed as an integer or fraction?
What does a continuous graph allow for x-values?
What does a continuous graph allow for x-values?
ANY points in the interval
What is a maximum turning point in a polynomial function?
What is a maximum turning point in a polynomial function?
A relative maximum value where the graph starts to decrease
What does absolute value represent?
What does absolute value represent?
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What does a discrete graph allow for x-values?
What does a discrete graph allow for x-values?
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What does the term 'sum' refer to in mathematics?
What does the term 'sum' refer to in mathematics?
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What is a monomial?
What is a monomial?
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What defines a function?
What defines a function?
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What does causation refer to in statistics?
What does causation refer to in statistics?
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What is bivariate data?
What is bivariate data?
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What are conjugate pairs in mathematics?
What are conjugate pairs in mathematics?
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What are quartiles in a data set?
What are quartiles in a data set?
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What does the zero property factor imply?
What does the zero property factor imply?
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What defines an irrational number?
What defines an irrational number?
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What is the characteristic of a linear function?
What is the characteristic of a linear function?
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What is a minimum turning point in a polynomial function?
What is a minimum turning point in a polynomial function?
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What is the substitution method used for?
What is the substitution method used for?
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What are constraints in mathematics?
What are constraints in mathematics?
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What is a turning point in a polynomial function?
What is a turning point in a polynomial function?
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What is interval notation?
What is interval notation?
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What does linear regression analyze?
What does linear regression analyze?
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What is the multiplicative property of equality?
What is the multiplicative property of equality?
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What is symmetry in mathematics?
What is symmetry in mathematics?
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What is a recursive definition?
What is a recursive definition?
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What is the rate of growth in a function?
What is the rate of growth in a function?
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What is the elimination method used for?
What is the elimination method used for?
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Study Notes
Rational Numbers
- Rational numbers can be expressed as integers or fractions and have terminating decimals. Example: 6.2.
Continuous Graphs
- Continuous graphs permit x-values to be any point within a given interval, including fractions and decimals. Example: For x = 1.2, y = 3 corresponds to point (1.2, 3).
Maximum Turning Point
- A maximum turning point signifies a relative maximum in a polynomial graph where the output begins to decrease.
Absolute Value
- Represents the distance of a number from zero on the number line.
Discrete Graphs
- Discrete graphs include x-values as specific points, commonly integers. Example: For x = 1, y = 3 corresponds to point (1, 3).
Sum
- The sum refers to the result of adding numbers together. Example: 2 + 2 = 4.
Monomial
- A monomial consists of a single term. Examples include 12, 12xy, or x.
Function
- Functions are relations where each input corresponds to one unique output. Verified through the vertical line test. Example: x = 3 corresponds to y = 2.
Causation
- Causation indicates the influence one variable has over another, shown as the relationship between input (x) and output (y).
Bivariate Data
- Bivariate data involves two variables where each value of one variable pairs with a corresponding value of another.
Conjugate Pair
- A conjugate pair consists of two binomials differing only in their signs. Example: (2x + 4)(2x - 4).
Quartiles
- Quartiles divide a dataset into four equal parts, with medians separating upper and lower quartiles.
Zero Property Factor
- This property states that if the product of two numbers equals zero, at least one of the factors must be zero. Utilized in factoring.
Irrational Numbers
- Irrational numbers cannot be expressed as simple fractions, often represented by non-terminating decimals. Example: π.
Linear Functions
- Linear functions produce straight-line graphs and include variables raised only to the power of 1. Examples: y = x, y = mx + b.
Minimum Turning Point
- A minimum turning point signifies a relative minimum value in a polynomial function, where the output begins to increase.
Substitution Method
- A technique for solving linear systems, involving solving for one variable and substituting that value into another equation. Example: Solve 3x + y = 10 and 2x + 2y = 8.
Constraints
- Constraints denote limitations on variables, often expressed through inequalities representing greater or lesser values.
Turning Points
- Turning points in polynomial functions indicate where the graph changes direction, such as starting to increase or decrease.
Interval Notation
- Interval notation indicates a range of numbers defined by two endpoints, illustrating the x-values fulfilling an inequality.
Linear Regression
- Linear regression models the relationship between a dependent variable and one or more independent variables through a line of best fit.
Multiplicative Property of Equality
- This property signifies that both sides of an equation remain equal when both are multiplied by the same non-zero quantity. Example: If x = 4, then 2x = 8.
Symmetry
- Symmetry is observed when parts of a figure or graph are identical after transformation (flip, slide, turn), resembling mirror images.
Recursive Definition
- A recursive definition is a formula linking sequential terms, where a current term depends on the previous term’s value.
Rate of Growth
- The rate of growth indicates how much a function increases over time, typically visible through the slope of a line.
Elimination Method
- The elimination method is a strategy for solving linear systems where one variable is canceled out when equations are added.
Studying That Suits You
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Description
Prepare for the NYS Algebra Regents exam with this vocabulary review quiz. Each card presents key terms, their definitions, and examples to help reinforce your understanding of algebraic concepts. Perfect for students looking to enhance their knowledge before the test.