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determine when to use the rolles theorem f(x)=(x-1)(x-2)(x-3) [1,3]
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sshould i foil everythibng first?
no
you only need to check to see if \[f(1)=f(3)\]
which is a lot easier to check in factored form, because you can see almost instantly that \[f(1)=f(3)=0\]
i am not exactly sure what "when to use rolles theorem" means if it means "is rolles theorem applicable" then the answer would be "yes"
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because x cant be 1 or 3, thats why f(1)=f(3)?
what if i were to find the derivative?
should i use the product rule?
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