when q thousand items of a new product have been sold, the total profits P in thousands of dollars is approximated by P= q(-4q +28) - (47+q)

A) Suppose 8 thousand dollars of profits have been earned (h is possible to have negative profits in this context. this means the item is not yet profitable.) find a quadratic equation in the form aq^3 + bq + c = 0 you can solve to determine the number of items so far. don't forget that q is your variable

Question

when q thousand items of a new product have been sold, the total profits P in thousands of dollars is approximated by P= q(-4q +28) - (47+q)

A) Suppose 8 thousand dollars of profits have been earned (h is possible to have negative profits in this context. this means the item is not yet profitable.) find a quadratic equation in the form aq^3 + bq + c = 0 you can solve to determine the number of items so far. don't forget that q is your variable