rite-cut riding lawnmowers obey the demand equation p equals negative startfraction 1 over 20 endfraction x plus 990 . the cost of producing x lawnmowers is given by the function upper c (x )equals 110 x plus 4000.
a) express the revenue upper r as a function of x.
b) express the profit upper p as a function of x.
c) find the value of x that maximizes profit. what is the maximum profit?
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