Vocabulary Chapter 4. In a relationship between variables, the variable that changes with respect to...

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Vocabulary Chapter 4

Transcript of Vocabulary Chapter 4. In a relationship between variables, the variable that changes with respect to...

Page 1: Vocabulary Chapter 4. In a relationship between variables, the variable that changes with respect to another variable is called the.

VocabularyChapter 4

Page 2: Vocabulary Chapter 4. In a relationship between variables, the variable that changes with respect to another variable is called the.

In a relationship between variables, the variable that changes with respect to another variable is called the

Page 3: Vocabulary Chapter 4. In a relationship between variables, the variable that changes with respect to another variable is called the.

Dependent variable and the variable it changes in response to is the

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Independent variable.

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Values of the independent variable are the

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Inputs and values of the dependent variable are the

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Outputs.

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A relationship that pairs each input value with exactly one output value is called a

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Function.

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A function whose graph is a nonvertical line or part of a nonvertical line is called a

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Linear function.

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

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Nonlinear function.

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An equation that describes a function is called a

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Function rule.

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A graph that is unbroken is called a

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Continuous graph.

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A graph composed of isolated points is called a

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Discrete graph.

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A pairing of numbers from one set with numbers from another set is called a

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Relation.

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A relation is often represented as a set or ordered pairs (x, y). In this case the set of all x-values is called the

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domain. And the set of all y-values is called the

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Range.

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An ordered list of numbers that often form a pattern is called a

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Sequence.

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Each number in a sequence is called a

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Term of the sequence.

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If the difference between consecutive terms of a sequence is constant then the sequence is called an

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Arithmetic sequence.

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In an arithmetic sequence the difference between consecutive terms is called the

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Common difference.

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If the first term of an arithmetic sequence is a and the common difference is d, then the function rule for the nth term, A(n) is given by

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A(n) = a + (n – 1)d