The profit from selling q items of a certain product is P(q) = 9q-0.01q dollars. Find the values of q such that P(g) = 0. Enter your answers in increasing order. If there are less than three solutions, enter NA in the remaining answer areas. = b Which of these values make sense in the context of the problem? Interpret the values that make sense. Only nonnegative solutions make sense. These are the points where the profit is zero. O Only negative solutions make sense. These are the points where the profit is zero. Only a solution of g = 0 makes sense. This is the point where the profit is zero. All solutions make sense because profit is maximized at these points.
The profit from selling q items of a certain product is P(q) = 9q-0.01q dollars. Find the values of q such that P(g) = 0. Enter your answers in increasing order. If there are less than three solutions, enter NA in the remaining answer areas. = b Which of these values make sense in the context of the problem? Interpret the values that make sense. Only nonnegative solutions make sense. These are the points where the profit is zero. O Only negative solutions make sense. These are the points where the profit is zero. Only a solution of g = 0 makes sense. This is the point where the profit is zero. All solutions make sense because profit is maximized at these points.
Chapter5: Polynomial And Rational Functions
Section: Chapter Questions
Problem 6PT: Solve the following application problem. A rectangular field is to be enclosed by fencing. In...
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Transcribed Image Text:The profit from selling q items of a certain product is P(g) = 9g-0.01q dollars. Find the values of q such that P(q) = 0.
Enter your answers in increasing order. If there are less than three solutions, enter NA in the remaining answer areas.
Which of these values make sense in the context of the problem? Interpret the values that make sense.
Only nonnegative solutions make sense., These are the points where the profit is zero.
Only negative solutions make sense. These are the points where the profit is zero.
O Only a solution of g =0 makes sense. This is the point where the profit is zero,
O All solutions make sense because profit is maximized at these points.
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