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Mathematics 16 Online
OpenStudy (scarlett_feathers):

Help ! Will fan and medal!! Question posted below

OpenStudy (scarlett_feathers):

OpenStudy (scarlett_feathers):

@agent0smith

OpenStudy (sachintha):

@ganeshie8

OpenStudy (benthicflare):

@scarlett_feathers Do you understand what they mean by local minimum values?

OpenStudy (scarlett_feathers):

not a clue

OpenStudy (benthicflare):

Okay so a local minimum just means a trough in the graph, or a local depression. For example, coordinates (-1,-2) is such a point.

OpenStudy (benthicflare):

Tell me if you understand or if you require further clarification regarding this definition

OpenStudy (benthicflare):

No not because they are negative. Look at the graph shape itself. Coordinates (-1,-2) is a depression in the graph, the bottom of a crater.

OpenStudy (scarlett_feathers):

because they are negative and are the lowest point of the line?

OpenStudy (benthicflare):

Nothing to do with negative values. It is because it is the very bottom of a crater.

OpenStudy (scarlett_feathers):

oh okay so what about the global minimun

OpenStudy (benthicflare):

Okay so a global minimum would be the minimum value of the entire graph, from \[-\infty \le x \le \infty\]

OpenStudy (benthicflare):

From this graph itself it is not possible to tell the global minimum because: (1) The whole graph is not plotted out (2) The equation of the graph is not given

OpenStudy (scarlett_feathers):

so then what do i put for the global min?

OpenStudy (benthicflare):

There is no question asking you about the global minimum. There are only questions asking you for the local minimum values of g and the values at which g has a local minimum.

OpenStudy (benthicflare):

To help you out a bit more: Local minimum values of g - Values on the y-axis where there is a local minimum Values at which g has a local minimum - Values on the x-axis where there is a local minimum You should be able to answer the question from here.

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