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Pre-calculus-check answers

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Choose the statement that is true for the graph f(x) =x^3-12x.

Answer: f(x) decreases for x >-2

2) Which type of critical point, if any, is present in the graph of f(x)=(x-4)^5+1

Answer: none

  • Pre-calculus-check answers - ,

    1) df/dx = 3x^2 -12 = 2(x+2)(x-2)
    There are critical points (where the derivative is zero) at x = +2 and -2. x=2 is a relative minimum. f(x) increases (when x increases) for x > +2 and decreases for
    -2 < x < 2

    2) That equation has an absolute minimum at x = 4.

  • Pre-calculus-check answers - ,


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