Question

C = -0.1733(x)²+ 424.81(x)+ 119,384

R= – 0.4375(x)² +937.5(x)

P= –0.2642(x)²+ 512.69(x) – 119,384

1.  Calculate how many product units “x” must be produced and sold in order to

     generate a Profit of $0.00.  Assume market constraints are currently such that “x”

      cannot exceed 1,100units per sales period.

2.  Determine “C” and “R” at the quantity “x” where “P” = $0.00.

Answer 1

1)

we have

put P=0

here a = 0.2642, b = -512.69, c = 119384,

we know that,

put the values of a, b, c,

x cannot exceed 1100 units per sales period,

so,

2)

put x = 270.58908,

and

put x = 270.58908,