Understanding Functions in Algebra

What is a function in mathematics?

• A process that relates one set to another in a specific way

• A collection of numbers

• A type of equation

• A visual representation of data

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What are the input and output sets of a function commonly called?

• Set A and Set B

• Start and end

• Input and output

• Domain and range

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In a function table, what do the two columns represent?

• Variables and constants

• Numbers and letters

• Equations and solutions

• Input values and corresponding output values

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What is the output of the function y = 2x when the input is 3?

• 5

• 9

• 6

• 3

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Why does the equation y^2 = x not qualify as a function?

• It only works for positive numbers

• It gives more than one output for a single input

• It has no solution

• It is not an equation

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What does the Vertical Line Test determine?

• If a graph represents a function

• If a graph is linear

• If a graph is quadratic

• If a graph is symmetrical

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What happens if a vertical line intersects a graph at more than one point?

• The graph is quadratic

• The graph is symmetrical

• The graph is linear

• The graph does not represent a function

What is an example of a linear function?

• y = x + 1

• y = x^2

• y = x^3

• y = 1/x

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What does it mean if a graph passes the Vertical Line Test?

• It represents a function

• It is a quadratic graph

• It is a cubic graph

• It is not a function

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What does f(x) represent in function notation?

• A function named f with input x

• A variable f multiplied by x

• An equation

• A constant value

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