Moved _ question on limit _ 2

O

orir

New member
Joined
Mar 8, 2013
Messages
38
Great! I think im starting to get the trick of how doing it.. May i ask another one?

What about:
(cosx-(cosx)^2)/x^2 (the same - limit when x approaches 0).

This is already my simplified form (it was more complex)..
The answer here is 0.5 - but again i'm stuck, what can i do from here?
 
orir said:
Great! I think im starting to get the trick of how doing it.. May i ask another one?

What about:
(cosx-(cosx)^2)/x^2 (the same - limit when x approaches 0).

This is already my simplified form (it was more complex)..
The answer here is 0.5 - but again i'm stuck, what can i do from here?
Click to expand...

Have you been exposed to Taylor's series expansion of cos(x) and cos2(x) - around 0?
 
orir said:
What about:
(cosx-(cosx)^2)/x^2 (the same - limit when x approaches 0).

This is already my simplified form (it was more complex)..
The answer here is 0.5 - but again i'm stuck, what can i do from here?
Click to expand...

Post the original question, not a simplified form.
I suspect a different approach is necessary.
 
You must log in or register to reply here.
Top