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Question 617649: The available parking area of a parking lot is 900 square meters. A car requires 6 square meters of space and a bus requires 30 square meters of space. The attendant can handle no more than 70 vehicles.
Let c represent the number of cars, and b represent in the number of buses. Write system of inequalities to represent the number of cars and buses that can be parked on the lot.
Draw the graph showing the feasible region.
If the parking fees are $35.00 for cars and $30.00 for buses, how many of each type of vehicle should attendant accept to maximize income? What is the maximum income?
Parking fees for special events are $27.00 for cars and $25.00 for buses. How many of each vehicle should the attendant accept during a special event to maximize income? Whats the maximum income?
Click here to see answer by solver91311(24713)  |
Question 617719: There is one homework question I am stuck on and cannot understand what I am doing wrong. We are worknig on graph shifts. The question is,
At a certain vineyard it is found that each grape vine produces about 10 pounds of grapes in a season when about 800 vines are planted per acre. For each additional vine that is planted, the production of each vine decreases by about 1 percent. So the number of pounds of grapes produced per acre is modeled byA(n)=(800+n)(10-0.01n) where n is the number of additional vines planted Find the number of vines that should be planted to maximize grape production.
I have come up with A(n)= -0.01(n+100)^2+8100 and put in the answer of 100, 8100, 800 and many others and nothing is right. I don't understand what I am doing wrong.
Click here to see answer by solver91311(24713)  |
Question 617719: There is one homework question I am stuck on and cannot understand what I am doing wrong. We are worknig on graph shifts. The question is,
At a certain vineyard it is found that each grape vine produces about 10 pounds of grapes in a season when about 800 vines are planted per acre. For each additional vine that is planted, the production of each vine decreases by about 1 percent. So the number of pounds of grapes produced per acre is modeled byA(n)=(800+n)(10-0.01n) where n is the number of additional vines planted Find the number of vines that should be planted to maximize grape production.
I have come up with A(n)= -0.01(n+100)^2+8100 and put in the answer of 100, 8100, 800 and many others and nothing is right. I don't understand what I am doing wrong.
Click here to see answer by Theo(13342)  |
Question 618642: So I have a question and I'm wondering if its right! Please help.
Line AB has a slope of -3/2. Line CD is parallel to line AB. What is the slope of CD? Briefly explain the reasoning behind your answer.
I have, the slope of the line is the same to AB because if two lines are parallel , then they have the same slope and of two lines have thr same slope then they are parallel? Is that right??
Click here to see answer by lwsshak3(11628) |
Question 618794: Can you please help me to solve this equation. I have tried but am getting frustrated. I hope you understand what I am typing since it involves absolute value but I am not quite sure about how to type it out. Any help would be appreciated and please show work! Again thanks in advance.
-5\4x-3\+4>14
Again I apologize if you don't understand it but I don't know the exact way to type absolute value.
Click here to see answer by lwsshak3(11628) |
Question 241154: . The following graph shows the growth of the median home value in a particular region of the United States starting in 1996. The graphs starts in 1996 and shows the trend through the year 2000; therefore x = 0 represents the year 1996 and x = 4 is 2000.
X – axis (horizontal) = years starting from 0 = 1996 and increasing by 1.0 years
Y – axis (vertical) = price in $ amounts
a) List the coordinates of any two points on the graph in (x, y) form.
(___, ___),(___, ___)
b) Find the slope of this line:
Answer:
c) Find the equation of this line in slope-intercept form.
Answer:
d) If the trend for the growth in the median home value continued, what would be its value in the year 2007? Show how you obtained your answer using the equation you found in part c).
Click here to see answer by j.evans345(2) |
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