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lim->-1 (1-x-x^5)
Created 24th November 2013 @ 16:40
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Quoted from nTraum
Ups, your x tends to -1, not to 0. In that case your solution is correct. :*
So, the correct answer is 3, Not 1?
I got 3
1-(-1)-(-1)^5 = 1+1+1 = 3
Wolfram Alpha says it’s 3 too
But if the function is (-1-x-x^5):
-1-(-1)-(-1)^5 = -1+1+1 = 1
Which function is in your textbook?
Last edited by scatmo,
Quoted from scatmo
I got 3
1-(-1)-(-1)^5 = 1+1+1 = 3
Wolfram Alpha says it’s 3 too
But if the function is (-1-x-x^5):
-1-(-1)-(-1)^5 = -1+1+1 = 1
Which function is in your textbook?
Quoted from jx53
Then the limit exists and it’s 3 :)
Last edited by atmo,
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