Lim x -> 1 does this mean that 1 is the limit?
That means the limit as x approaches 1, I assume.... what's the context?
There is no context =l I'm just learning Calculus on my own from the basics. the Lim sign is above the x -> 1, does it not show the limit here?
I know that x approaches 1 but I can't remember if that means I have the limit or not yet
if you mean \[ \lim_{x \rightarrow 1} ( \text{ something...} )\] Then that is the limit of "something" as x approaches 1.
Okay :) Thought so, so that means no limit is given currently? or is the whole equation a limit
The format for that expression would be like \[ \lim_{x \rightarrow 1} x^2 + 1 = 2 \]
I have heard someone say before "it approaches the limit 1" or something so I didn't know if the x -> 1 meant x was approaching the limit 1
The above expression means "As x gets closer and closer to 1, x^2 + 1 gets closer and closer to 2". As x approaches 1, the expression approaches 2.
Ohh that makes more sense :) Sorry I am asking so much, but so does that mean the whole equation is called a limit or is the expression the limit? or the number x approaches
2 is the limit of x^2 + 1 as x approaches 1.
Ohhhhhhh. Okay. Thank you very much
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