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Find a unit vector parallel to the graph of f at the given point.

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How do you find a unit vector (a) parallel to and (b) normal to

You are given the following information. Function Point f (x) = -2x2 + 5 (1, 3) (a) Find a unit vector parallel to the graph of f (x) at the given point. (b) Find a unit vector normal to the graph of f

You are given the following information. Function: f (x) = -4 x^2

Function Point f(x) = tan x (pi/4, 1) (a) Find a unit vector parallel to the graph of fat the given point. (b) Find a unit vector perpendicular to the graph of fat the given point. This problem has been solved!

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