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• 11-12-2017, 04:50 PM
does that mean that "if f has no absolute max on then f is discontinuous" is true? I know that the extreme value theorem states that if f is...
7 replies | 246 view(s)
• 11-12-2017, 04:04 PM
if the function is continuous e^(ax) =√(x+b) at x=0 e^(0) = √(b) 1 = √(b) 1= b the slope from the left side must equal the slope from the...
3 replies | 128 view(s)
• 11-12-2017, 12:11 PM
If f has no absolute max on , then f is discontinuous. (true or false?) I think this is false, y=5 has no absolute maximum on the interval and...
7 replies | 246 view(s)
• 11-12-2017, 01:42 AM
h(x) = e^(ax) for x≤ 0 = √(x+b) for x>0 for which values of a and b will h(x) be differentiable at x= 0 if it is differentiable, d/dx...
3 replies | 128 view(s)
• 11-12-2017, 01:24 AM
Thank you! the problem is really quite simple with the integer root theorem applied.
5 replies | 314 view(s)
• 11-10-2017, 09:49 PM
given that f(x) = x^5 +3x +6 is one to one, find (f^-1)' (10) (the derivative of the inverse function at x=10) I know that the derivative of an...
5 replies | 314 view(s)
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