(a) lim (1+2/x)^x
x→∞
Its the definition of e
e^a= lim (1+a/x)^x
So the answer is e^2
Using L. hospital i don't know. Sorry bro.
http://www.wolframalpha.com/input/?i=lim+x-%3E+inf...
Click on show steps. If the link doesn't work type in limit x->infinity of (1+2/x)^x then click show steps.
De L'Hospital rule is applied to function like this -----
limx--->a {f(x)}/{g(x)} = limx-->a {f'(x)}/{ g'(x)}
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Verified answer
Its the definition of e
e^a= lim (1+a/x)^x
x→∞
So the answer is e^2
Using L. hospital i don't know. Sorry bro.
http://www.wolframalpha.com/input/?i=lim+x-%3E+inf...
Click on show steps. If the link doesn't work type in limit x->infinity of (1+2/x)^x then click show steps.
De L'Hospital rule is applied to function like this -----
limx--->a {f(x)}/{g(x)} = limx-->a {f'(x)}/{ g'(x)}