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Hi guys quick question, can there be two absolute min/max values if both points are equal?
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Good question. I guess its semantics to a certain extent. I am not sure of the accepted answer though. How does your text define absolute max?
No, i was reading the text and it didnt mention it so igot curious lol ill ask my teacher tomorrow
Sounds good...I have an answer from a text on my shelf if you are interested. @wakoff
Let c be a number in the Domain D of a function f. Then f(c) is the absolute maximum value of f on D if \[f(c)gef(x)\]
oh
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*\[f(c) \ge f(x)\] for all x in D. This means as long as it is greater than OR equal to all other values. So it would be possible to have more than one absolute max or min.
oh cool thanks a lot paynesdad !
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