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I am having trouble understanding the concept of the greatest integer function (ceiling function) versus the floor function. Would someone mind helping me out
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|dw:1335483103817:dw| It is something like that, but I do not get it.
do you know how to round off numbers? well, ceiling is rounding, always up to the nearest and floor is rounding, always down to the nearest
But then how is it still a function?
why wouldn't it be a function?
what is the definition of function, and which part of the definition do you think is being violated or is not satisfied?
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