There are initially 5.00 inches of snow on the ground. It begins snowing, and snow falls at a steady rate of 4.00 inches per hour.

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A:  Explain why the depth , in inches, of snow on the ground is a linear function of the number of hours  since the snowfall began.  
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B:  Find a formula that gives the depth of snow on the ground after  hours of snowfall.
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C:   Solve the equation you found in part  for  and explain in practical terms what this equation tells you.

What will be an ideal response?


A:  The depth increases by the same amount each hour.

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B:

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C:   or . This equation tells you how long it takes for the snow to reach a given depth.


Mathematics

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