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Question Number 130442 by greg_ed last updated on 25/Jan/21

g(x)=3x−2.  determine a et b such that a ≤ g(x) ≤ b.

g(x)=3x2.determineaetbsuchthatag(x)b.

Answered by mr W last updated on 25/Jan/21

lim_(x→−∞) g(x)=−∞  lim_(x→+∞) g(x)=+∞  ⇒−∞<g(x)<+∞  i.e. g(x) has no minimum and no  maximum.  ⇒there are no a, b such that  a≤g(x)≤b

limxg(x)=limx+g(x)=+<g(x)<+i.e.g(x)hasnominimumandnomaximum.therearenoa,bsuchthatag(x)b

Answered by mathmax by abdo last updated on 25/Jan/21

c est lequation dune droite donc g nest pas bornee...

cestlequationdunedroitedoncgnestpasbornee...

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