(b) Write down with a reason whether each stationary point is & maximum _ minimum: CT &
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First, we need to find the stationary points by setting the derivative of the function equal to zero and solving for x. Show more…
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a) find the coordinates of any stationary points for the graph of the equation b) state, with reasoning, whether each stationary point is a minimum, maximum or neither c) sketch a graph of the equation and indicate the coordinates of each stationary point on the graph. $$y=x-\sqrt{x}$$
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a) find the coordinates of any stationary points for the graph of the equation b) state, with reasoning, whether each stationary point is a minimum, maximum or neither c) sketch a graph of the equation and indicate the coordinates of each stationary point on the graph. $$y=x^{3}-2 x^{2}-7 x+10$$
If a stationary point is not a relative maximum, then must it be a relative minimum? Explain your answer.
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