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1) Under what circumstances is a linear function f(x) = mr + b odd? Can a linear function ever be even? 2) Can a graph

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1) Under what circumstances is a linear function f(x) = mr + b odd? Can a linear function ever be even? 2) Can a graph of a function be symmetric about r-axis? Why? 3) State a definition of a function. Give two examples (one using an equation, another - some different way) of relations that are NOT functions

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