Help With 3 Forgotten Problems Before Monday Test

  • Thread starter Thread starter lilnate525
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AI Thread Summary
The user is seeking help with three math problems due on Monday, expressing frustration over not having access to their textbook and notes due to a locked book bag in the computer lab. They mention that the teacher is unavailable for assistance. Other forum members suggest posting the specific problems for better help and discuss the concept of continuity in functions. There is also a lighthearted exchange about the user's attempts to retrieve their belongings. The urgency of the situation is emphasized by the impending test deadline.
lilnate525
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I need help with 3 problems. it would not be hard if I had my book or notes. The problem is my book bag was locked up in the computer lab, and Mr.Holland is out of town. I been looking for some help for the 3 problems I forgot about doing.(problems we did awhile back) The real bad news is that my test is due on monday...I join dis forum crying for help :rolleyes: :cry: .
 
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You might want to, uhh... post the problems, or something... :-p
 
lilnate525 said:
I need help with 3 problems. it would not be hard if I had my book or notes. The problem is my book bag was locked up in the computer lab, and Mr.Holland is out of town. I been looking for some help for the 3 problems I forgot about doing.(problems we did awhile back) The real bad news is that my test is due on monday...I join dis forum crying for help :rolleyes: :cry: .

You obviously can't get your stuff legally so to learn how to pick locks, go here.

Please do not take my messages seiously, for it can be deadly.
-yo' mamma
 
if f(x)= (x-4)/(x-2)(x+1), show that f(x) is continuous at =4. At what value(s) of x is f(x) discontinuous?
 
yomamma said:
You obviously can't get your stuff legally so to learn how to pick locks, go here.

Please do not take my messages seiously, for it can be deadly.
-yo' mamma
I was goin to climb over the wall, but my adviser was not having it. I could have got in, but they told me I could not which is messed up.
 
alright, so what does it mean for f(x) to be continuous at x=a (definition, please!)?
 
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