Critical points

Related BrainMass Solutions

• Critical points

  The critical points are candidates for maximum and minimum values. To find the critical points set: =0 See attachment please!

• Critical points of a polynomial of degree 3.

  of no critical point, one critical point, 2 critical points.

• Critical points and relative extrema

  The critical points and relative extrema's are determined. The functions are given for critical points.

• Critical Points

  Now, where are the critical points? The critical points are the points where the derivative of f(x), f'(x), either equals 0 or doesn't exist.

• Absolute minimum and maximum

  4 critical points (please see the attached file).

• Critical Numbers of Asymptotes

  ., So, x=0 ( since ) So, we get the only inflection point x=0 This shows how to find critical numbers and inflection points of given functions. The critical numbers and inflection on points are determined.

• Critical Points (Local Maximum, Local Minimum, Saddle Points)

  30746 Critical Points (Local Maximum, Local Minimum, Saddle Points) (a) Find all the critical points of f = xy + yz - zx + xyz (Hint: set f = 0) (b) Classify the critical point of f as local maximum, local minimum or saddle points.

• Finding critical points, extreme values and saddle points. f(x,y)=x3+3xy2-3x2-3y2+4.

  54356 Finding critical points, extreme values and saddle points Given f(x,y)=x3+3xy2-3x2-3y2+4. Find all critical points of f and find extreme values (maxima and minima) and saddle points of f.

• Method to find critical points, stationary points of a function

  This solution discusses a method to find the critical points, points of maximum, minimum for a given function.

• Exponential function and critical points

  123796 Exponential function and critical points Let f (x) = e^x/x^2 . Find all critical points of f (x) and classify them as maximums or minimums. State the intervals where f (x) is increasing and decreasing.