Labware - MA35 Multivariable Calculus - Single Variable Calculus

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For every point x0 in the domain of a function f, the intersection of the graph of f with the vertical line x = x0 will be the single point (x0,f(x0)).

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  • What would happen if we sliced a function graph in the plane with a line that wasn't vertical? Would the slice still always be a single point? Give a proof or a counterexample.