Week5Discussion - A The intermediate value theorem states that if a and b are real numbers where a<b than a polynomial function where f(a and f(b are

Week5Discussion - A The intermediate value theorem states...

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A: The intermediate value theorem states that if a and b are real numbers where a<b than a polynomial function where f(a) and f(b) are not equal than, in the interval [a,b], f takes all values between f(a) and f(b). Since any number smaller than zero is negative and any number greater is positive. If you can find a value x=a, at which the polynomial function is positive and another value x=b at which it is negative than a 0
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