Cost = 300 x + 750 , where x is the number of the scooters;
Price = 900 - x
Profit = x ( 900 - x ) - ( 300 x + 750 ) =
= 900 x - x² - 300 x - 750 = - x² + 600 x - 750
d (Profit) = - 2 x + 600
- 2 x + 600 = 0
x = 600 : 2
x = 300
The company must produce 300 scooters to maximize the profit.
The maximum profit is:
- 300² + 600 · 300 - 750 = $89,250
Answer:
0,-5
My above answer is correct hope this helps.
Answer:
866
Step-by-step explanation:
659
9514 1404 393
Answer:
- y = 0
- A all real numbers
- E y > 0
- infinity
Step-by-step explanation:
1. The horizontal asymptote is the y-value the function approaches, but does not reach. That value is y = 0. This equation is the equation of that asymptote.
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2. The domain is the horizontal extent of the graph. It covers "all real numbers." (A)
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3. The range is the vertical extent of the graph. As we said in part 1, the value y = 0 is never reached, so the vertical extent (range) is y > 0 (E).
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4. The graph extends upward indefinitely as x extends to the left indefinitely. That is, y → infinity.
Tony walks 116.7 m diagonally across the lot.
Solution:
Length of the rectangle = 80 m
Width of the rectangle = 85 m
<u>To find the diagonal of the rectangle:</u>
Diagonal of the rectangle = 
Diagonal of the rectangle = 116.7 m
Hence Tony walks 116.7 m diagonally across the lot.
