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or whole numbers maybe?
yes! It is a whole number
can you explain why it isn't natural?
whole numbers is the same of natural numbers
But natural doesn't include 0 I don't think. I guess the bus could make 0 stops on a certain day...
the set of natural numbers is: \[\Large \mathbb{N} = \left\{ {0,1,2,3,4,5,...} \right\}\]
I think that our bus has to make at leat one stop, so possible values for s, are: s=1, 2, 3, 4, 5,... and so on
But whole numbers include 0 right?
at least*
0 is not a natural number.
i think he meant complete numbers
0 is a natural number, maybe the whole numbers don't include the zero
I gues I was just confused as to how whole and natural differentiate.
whole numbers include 0
right
I thought natural numbers don't include 0 but I guess not now.
W=0,1,2..... N=1,2,3,....
my answer is: the set of natural numbers is: \[\Large \mathbb{N} = \left\{ {0,1,2,3,4,5,...} \right\}\] whereas the set of whole numbers, is: \[\Large W = \left\{ {1,2,3,4,5,...} \right\}\]
its opposite @Michele_Laino
yes! I see it :) @rvc
Yeah I thought it was opposite that. Everywhere I look at least it's opposite of that.
so then would the answer to my original question still be whole numbers? Or am I switching to natural since the bus presumably makes at least 1 stop?
if the set of whole numbers, is: \[W = \left\{ {0,1,2,3,4,5,...} \right\}\] and the set of natural numbers, is: \[\mathbb{N} = \left\{ {1,2,3,4,5,...} \right\}\] then your answer is "natural number"
yes :)
Okay. That makes sense. Thank you guys for going over this with me. It's much appreciated :)
thank you! :)
thank @Michele_Laino All the best!!!
thanks! @rvc have a great day!!!!!
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