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Explain the difference between the domain and the range of a relation? - Answers
The domain of a function means: "what x values are possible?" The range of a function means: "what y values are possible?" This difference is just which variable you care about. For example: take the equation y=x^2. this is a simple parabola that you hopefully know. the range is anything greater than or equal to 0 because the graph stays above the axis so y is greater than zero. The domain is all real numbers because no matter what x values you choose, a y value exists.
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Explain the difference between the domain and the range of a relation? - Answers
The domain of a function means: "what x values are possible?" The range of a function means: "what y values are possible?" This difference is just which variable you care about. For example: take the equation y=x^2. this is a simple parabola that you hopefully know. the range is anything greater than or equal to 0 because the graph stays above the axis so y is greater than zero. The domain is all real numbers because no matter what x values you choose, a y value exists.
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Explain the difference between the domain and the range of a relation? - Answers
The domain of a function means: "what x values are possible?" The range of a function means: "what y values are possible?" This difference is just which variable you care about. For example: take the equation y=x^2. this is a simple parabola that you hopefully know. the range is anything greater than or equal to 0 because the graph stays above the axis so y is greater than zero. The domain is all real numbers because no matter what x values you choose, a y value exists.
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