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Use the intermediate value theorem to show that f has a zero between a and b. \[f(x)=2x^3+5x^2-3\] where a=-3 and b=-2.
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My question is how do you use the intermediate value theorem when f is not a polynomial?
but your \(f\) is a polynomial
to use the IVT you just need a continuous function
It doesn't have x^1
sure it does...\[0x^1\]
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Oh... haha okay... how would it look if the function is not continuous?
if it is a polynomial then is is always continuous
Hmm, okay :).
@Zarkon so why do we have to test?
test?
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if we know it's continuous and there exist a zero? It's just a method of proof?
no...it can also be used to numerically find the zero.
Oh, Okay :). Thanks!!!
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