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lim x->-infinite 1/x = 0 Could someone explain why it is equal to zero?
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Is this for regular calculus or analysis?
\[\lim_{x \rightarrow \infty} 1/x=0\]
1/10=.1 1/100=.01 1/1000000000000000000000 =.000000000000000000001
Its just for calc, I don't understand why its zero
oh is that why?
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yep
could you show me on a graph?
you can get as close as you want to 0, by putting a bigger number on the bottom
|dw:1423256953625:dw|
the larger x gets, the closer it gets to 0
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oh ok I see. what would it be if it was x^2
what happens when you put larger numbers in x^2?
they double
it's not double, it's exponent
so it would be infinite
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correct
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