Proving a limit with exponentials
How do I prove that $lim{x\rightarrow \infty$$\frac{25x^2}{exp(10x)}=0$?
First consider $$lim{x\rightarrow \infty$$\frac{5x}{exp(5x)}$
Thanks.
First consider $$lim{x\rightarrow \infty$$\frac{5x}{exp(5x)}$
Thanks.
(edited 7 years ago)
Original post by FrancisHannah
How do I prove that $lim{x\rightarrow \infty$$\frac{25x^2}{exp(10x)}=0$?
First consider $$lim{x\rightarrow \infty$$\frac{5x}{exp(5x)}$
Thanks.
First consider $$lim{x\rightarrow \infty$$\frac{5x}{exp(5x)}$
Thanks.
For the first note that
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