What is the Maximum number of asymptotes, x intercepts, and maximums and minimums a 1. Quartic Function 2. Hyperbolic Function 3. y= log(2x) 4. Cubic Function can have?
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I would suggest 1. A= 0, X-ints= 4, max = 2, min=2 2. A= 2, X-ints=2 , max = , min= 3. A= 1, X-ints= 1, max = , min= 4. A= 0, X-ints=3 , max =1 , min=1 When you talk max's, min's, do you mean stationary points or just a global min/max?
Thanks for your reply. I mean just local max and mins when graphed.
A cubic might have no max or min. A quartic might have only one max and no min or one min and no max. Pickslides gave the largest possible number of each.
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