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Some mathematicians wanted to use the IVT as the definition of continuous. i.e. if the IVT does not hold then the function is not continuous.

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Some mathematicians wanted to use the IVT as the definition of continuous. i.e. if the IVT does not hold then the function is not continuous. For the function graph shown, the IVT applies for what interval? O The IVT can never be applied. O The IVT can be applied on the interval [- 1, - 0.5] The IVT can be applied on the interval [ 1, - 1] The IVT holds everywhere for the above graph. _rev.pd....pdf MacBook Air 44 II F8 F9 F10 882 F5 F6 F7 F2 20 F3 F4 F1 X- 9 O a # 5 6 3 4 2 O P R T Y U Q W E K F G H A S D B N M Z X C V

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