Local minimum calculator

x = - 1 3 is a local minimum because the value of the second derivative is positive. This is referred to as the second derivative test. x = - 1 3 is a local minimum Find the y-value when x = - 1 3.

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Find the Local Maxima and Minima -(x+1)(x-1)^2

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Finding Local Maxs and Mins using the TI-84

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Local Maxima and Minima Calculator with Steps

What is the local minimum of the function as below: f(x) = 2. As the derivative of the function is 0, the local minimum is 2 which can also be validated by the relative minimum calculator and is shown by the following graph: Can we consider all global maxima as the local maxima? Global maxima are always one value, respectively.

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