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The linear function is \"\".

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(a)

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The function is \"\".

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Compare the function with slope-intercept form of line equation is \"\",

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where \"\" is the slope and \"\" is the \"\"-intercept.

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Slope of the line equation is \"\".

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\"\" - intercept of the line equation is \"\".

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(b)

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Graph the linear function using rise and run method.

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\"\" - intercept is \"\", so the line crosses the \"\" - axis at \"\".

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Slope \"\".

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Start at point \"\", move \"\" units down and \"\" units right, then plot the point \"\".

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Draw a line through these points.

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\"\"

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(c)

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Average rate of change of a linear function is \"\".

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Consider \"\" and \"\".

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The average rate of change \"\".

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The average rate of change is \"\".

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(d)

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The linear function is \"\".

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Slope is \"\", which is negative.

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So the function \"\" is decreasing on the interval \"\".

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(a) Slope \"\" and \"\" - intercept \"\".

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(b) Graph of the function using slope and \"\" - intercept is

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\"\"

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(c) The average rate of change is \"\".

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(d) The function is decreasing.