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Remember the last problem, how I saying that the leading coefficient only tells us about the "ends" of the function? Same thing applies to `horizontal asymptotes`. They only tell us that the function is getting close to this dotted line far far on the left and right. Here is an example of a function with horizontal and vertical asymptotes.|dw:1449783469338:dw|
This function that I've drawn might be more helpful for answering your question. Do you notice anything special about it? :o
its kinda like linear ?
Well I wanted you to notice that the function crosses the horizontal dotted line, but not the vertical dotted line.
|dw:1449783711214:dw|see it crossing the horizontal asymptote?
yes i see it
Oh but again, this is a poorly worded question LOL. I guess they didn't want general information about asymptotes. In general, yes you can cross horizontal asymptotes, but not vertical asymptotes. But it looks like they wanted you to use this specific, poorly graphed, function.
Or I'm not sure actually....
cause the person threw in the word "can"
Yes, the function "can" cross the horizontal asymptote, but it doesn't appear to in the picture. wow these are confusing.
They have the word "can" in there, so I would probably go with B Yes, the function `can` cross the horizontal asymptote if it wants to.
Is this FLVS? Please tell me it's not -_- don't bring more shame to my state lol
What is FLVS?
no its not that