A company handles an apartment building with 70 units. Experience has shown that if the rent for each of the units is $1080 per month, all the units will be filled, but 1 unit will become vacant for each $20 increase in the monthly rate. What rent should be charged to maximize the total revenue from the building if the upper limit on the rent is $1300 per month? - 2. If the total revenue function for a computer is R(x) 2000x – 20x’ – x', find the level of sales, x, that " maximizes revenue and find the maximum revenue in dollars. A firm has total revenues given by R(x) = 2800x – 8x² – x3 dollars