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Is this function continuous on the given interval ?f(x)=6x+x^-1 on [-2,2]
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can x^-1 be zero?
yes I think so
definition:\[x^{-1}=\frac1x\]
ok
what does 1/0 equal ?
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undefined. x can't equal zero
good, then all we have to do is see if x=0 is in the interval; if so, then it is not continuious
You can't have x equal zero, because 1 cannot be divided by zero, so its not continuous, since it does not go through zero. Right?
correct
we have to "jump" over zero to get from -2 to 2
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exactly. Thanks.
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