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determine wether we can use the intermediate value therom to justify that there is at least one root of the equation sin(Pi x) - 1/x in each intervals: a) [1,3] b) [1.5,2.5] c)[-1,1]
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you can use the thm if the signs change for each endpoint --> f(a) is positive and f(b) is negative or other way around
so your saying for the therom to work of the points provided one has to be positive and the other nagative?
AND that the function is continuous on the entire interval.
For example, the function f(x) = 1/x is positive for x = 1 and negative for x = -1. But there is no value \( a \in (-1,1) \) such that \( f(a) = 0 \).
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