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Is the limit zero?
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where the question??
one second
one second
@LynFran
Maybe look at the graph of \(f(x)=\dfrac{x^3+1}{x^5}\) |dw:1437968529352:dw|
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Wait? limit as x approaches to infinity? xD
Haha nope x -> 0 ;)
the limit is zero, if the x approaching to infinity
*limit as x approaches to zero, then your limit is diverging
So the limit is zero?
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Look closely to the graph. When x=0, what is happening to the graph?
So it doesn't exist
yes, it double DNE lol. Not only a one sides limit diverges to ±∞, but this .....
one-sided*
Yes, DNE is your answer...... no other.
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