SOLUTION: Demand for a product is modeled by the function p = D(x) = 6(- e ^ (0.1x))Where p is price per unit, in dollars, and x is the number of units sold. Given that Revenue= (Number of u

Algebra ->  Test -> SOLUTION: Demand for a product is modeled by the function p = D(x) = 6(- e ^ (0.1x))Where p is price per unit, in dollars, and x is the number of units sold. Given that Revenue= (Number of u      Log On


   



Question 1194084: Demand for a product is modeled by the function p = D(x) = 6(- e ^ (0.1x))Where p is price per unit, in dollars, and x is the number of units sold. Given that Revenue= (Number of units sold).(Price per unit)
Determine the marginal revenue function.

Answer by ikleyn(52775) About Me  (Show Source):
You can put this solution on YOUR website!
.
Demand for a product is modeled by the function p = D(x) = 6(- e ^ (0.1x))Where p is price per unit, in dollars,
and x is the number of units sold. Given that Revenue= (Number of units sold).(Price per unit)
Determine the marginal revenue function.
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According to your formula,  the price  "p"  is a negative number,  which is  NONSENSE.

The formula is  INCORRECT,  it is written  INCORRECTLY.


Take a labor to write it correctly;  then re-post to the forum.


Please do not post your update to me personally.