Question: Suppose that you have a rectangular field that requires watering.Your watering system consists of an arm of variable length that rotates so that the watering
Use a rectangular coordinate system positioned as shown in the figures. Write equations for the circle(s) swept out by the watering arm(s).

Square field Rectangular field, two arms Rectangular field, one arm
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Set the axes so that the fields maximum dimension is along the xaxis Let 2h width 2k height therefor... View full answer
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