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OpenStudy (arianna1453):
Calculus help! *Medal**
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OpenStudy (arianna1453):
OpenStudy (arianna1453):
I know Its NOT A
OpenStudy (arianna1453):
Like roman numeral "I" is wrong correct? which would leave the answer to be B.
OpenStudy (arianna1453):
I think.. .I just confused myself.
OpenStudy (zarkon):
you are correct
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OpenStudy (er.mohd.amir):
I is correct.
OpenStudy (arianna1453):
Are you sure?
OpenStudy (er.mohd.amir):
yes
OpenStudy (zarkon):
I is false...consider \(f(x)=x^3\)
\(f'(0)=0\) but you do not have a max or min at x=0
OpenStudy (arianna1453):
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OpenStudy (er.mohd.amir):
i thick I and III is correct option C.
OpenStudy (er.mohd.amir):
in lim Q ans is 1
OpenStudy (er.mohd.amir):
use L'Hospital rule
OpenStudy (er.mohd.amir):
for max or min f'(x)=0 and f''(x) not equal to 0.
OpenStudy (arianna1453):
I got undefined.
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OpenStudy (zarkon):
how did you get that answer
OpenStudy (arianna1453):
I just plugged in 1 for x.
OpenStudy (zarkon):
you need to do more work than that since the limit does exist
OpenStudy (arianna1453):
Dont you take the derivative of the top and bottom functions?
OpenStudy (zarkon):
\[\frac{\ln(x^2)}{x^2-1}=\frac{2\ln(x)}{x^2-1}\]
then use L'Hospital's rule
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OpenStudy (arianna1453):
getting 2/x/2x
OpenStudy (zarkon):
ok...now plug in a 1
OpenStudy (arianna1453):
Which gets 1.
OpenStudy (zarkon):
yes
OpenStudy (arianna1453):
what about this?
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OpenStudy (zarkon):
you should post new question in a new post
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