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Maximums and minimums 
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#1
Nov2308, 12:45 AM

P: 14

1. The problem statement, all variables and given/known data
suppose that g is a function defined and continuous on (2,2) and that g" exists on the open interval (2,2). if g(2)=1 and g">4 for all x in (2,2), how large can g(1) possibly be? 2. Relevant equations 3. The attempt at a solution 


#2
Nov2308, 02:33 AM

P: 587

You must show your work, before we can help you. Any ideas?



#3
Nov2308, 07:52 PM

P: 14

i have no idea. we havent done these type of problems before. usually he just gives us an equation and just asks us to find the max



#4
Nov2308, 07:53 PM

P: 14

Maximums and minimums
i have no idea. we havent done any problems like this before. Usually he just gives us an equation and asks for the max



#5
Nov2408, 06:35 AM

Math
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Thanks
PF Gold
P: 39,571

Same thing but I would have said "n^{n} is NOT an "exponential" function."



#6
Nov2408, 07:34 AM

P: 587

What about g(x)=14^{n}+(x+6)^{n} for n greater or equal to 3?



#7
Nov2408, 08:28 AM

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P: 21,313




#8
Nov2408, 08:35 AM

P: 587




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