Question: For the function f(x) =2x^2/x-3 a) How does the function behave as x approaches +- infinity . b) State the equations of any vertical asymptotes.

For the functionf(x) =2x^2/x-3

a) How does the function behave as x approaches +- infinity.

b) State the equations of any vertical asymptotes.

c) Evaluate the one-sided limits at the asymptotes.

d) Find and classify the critical points.

e) Determine the intervals of concavity.

For the functionf(x) =2x^2/x-3a) How does the function behave as x approaches

2x2 For the function x) = E a) How does the function behave as x> ice. Show your work. b) State the equations of any vertical asymptotes. Show your calculations. c) Evaluate the one-sided limits at the asym ptotes. Show your calculations d) Find and classify the critical points. Show your calculations. e) Determine the intervals of concavity. Show your calculations

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