Exactly! The limit is about the function's behavior, not its actual value. It's like trying to figure out where a car is headed, even if you can't see the car itself. You just have to look at the direction it's going.
Haha, good one! But seriously, the limit is all about the function's behavior, not the value of the function itself. If they wanted us to find the value of the function at a specific point, they would have asked for that directly.
You guys are right on the money. Option B is the way to go. I can't believe they're trying to trick us with those other answers. It's like they're asking us to find the 'limit' of our sanity if we pick the wrong answer!
Yeah, the limit is all about the function's behavior near a particular point, not the absolute minimum or maximum of the function. It's like trying to find out what happens to the function as you get really close to a certain value, but maybe not quite reaching it.
I agree, option B is the correct answer. The limit is about the behavior of the function as the input variable approaches a specific value, not the function's range or a particular value of x.
Hmm, this question seems straightforward, but I want to make sure I understand the concept properly. The limit of a function represents the behavior of the function as the input variable approaches a certain value, not the smallest value or the value of x when it's zero.
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