A popular video game retailer develops apps. The total profit, in dollars per day, after x days can be modeled by the function R(x) = 2x^3 - 20x^2 + 26x + 48. The total
cost, in dollars per day, after x days, can be modeled by the function A(x) = x^2 - 2x - 3. After how many days does the retailer start making money?
8
16
32
64

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The video game retail company started making profit from sales after 8 days as obtained from the profit function given.

Using the profit function given, we could use the trial by error method to obtain when he started making profit.

The profit function :

R(x) = 2x³ - 20x² + 26x + 48

At, x = 8

R(8) = 2(8³) - 20(8²) + 26(8) + 48 = 0

At, x = 9

R(9) = 2(9³) - 20(9²) + 26(9) + 48 = 120

At x = 16 ;

R(16) = 2(16³) - 20(16²) + 26(16) + 48 = 3536

At x = 32 ;

R(32) = 2(32³) - 20(32²) + 26(32) + 48 = 45936

From the profit values obtained, we could see that, profit made after 8 days is 0 ; and the profit made after 9 days is 120

Hence, we could conclude that, the retail company started making profit after 8 days where the profit value is Zero.

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Answer:

After 8 days

Step-by-step explanation:

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