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andrey2020 [161]
2 years ago
13

The turnout for a game is expected to reach 70,000 fans, of which 60 percent are expected to drive. an average of 2 fans come in

each vehicle. there is parking for only 9,000 vehicles at the stadium; therefore, satellite parking will be needed. if each satellite lot can accommodate 1,500 vehicles, how many satellite lots will be needed?
Business
2 answers:
vladimir1956 [14]2 years ago
4 0
First, calculate for the number of fans that would come to the event in their own vehicle. This is calculated by multiplying the number of fans by the percentage.
    N = (70,000 fans)(0.60) = 42000
The number of vehicles is calculated by dividing the answer obtained above by 2.
   n = (42000) / 2 = 21000

The number of vehicles in the satellite parking is the difference of 21000 and 9000 which gives us an answer of 12000. Since each satellite parking will accommodate 1500, dividing 12000 by 1500 is 8.

ANSWER: 8 satellite parkings
TiliK225 [7]2 years ago
4 0

Answer:8

Explanation:

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Indicate whether the situations involve economic discrimination. Sharna lives on a planet where unobtanium is mined by an interp
Softa [21]

Answer:

Yes, in the question there are is a clear example of economic discrimination.

Explanation:

The fact that Sharna does not purchase Earth prodcuts is not economic discrimination because each consumer is free to decide what to purchase.

However, Sharna is not only a consumer, but also a producer, and one that is a monopoly, and using the power of her monopolistic position to refuse to sell to Earthlings, or loan less to Earthlings, not because of legitimate economic justifications or concerns, but because she dislikes Earthling poetry, is a clear example of economic discrimination that would be struck down in an Earthling court.

3 0
2 years ago
Consider the following process that makes customized suits. When an order is placed, measurement is taken, which takes 30 minute
Whitepunk [10]

Answer:

1. The capacity of the process

= 2.5 suits /day

2. The flow rate of the process = 2.5 suits/10 hours

= 0.25 suits per hour

3. The implied utilization of the Sewing stage = (0.5 * 150 minutes  * 4) 300 minutes = 5/10

=  50%

4. The utilization of the Measuring stage = (0.5 * 30 minutes  * 4) 60 minutes =  1/10

= 10%

Explanation:

a) Data and Calculations:

Time taken for the measurement of a suit = 30 minutes

Time for preparation and cutting of materials = 60 minutes (1 hour)

Time for sewing = 150 minutes (2.5 hours or 2 hours, 30 minutes)

Total time taken to make a suit = 4 hours

Available production time per day = 600 minutes (6 hours)

Therefore, 6/4 suits can be produced per day, this equals 2.5 suits.

7 0
2 years ago
Kate and Sarah work in a bakery for 8 hours per day. Kate can make 1 cake in 1 hour or 1 loaf of bread in 2 hours. Sarah can mak
Oxana [17]

Answer:

Please read explanation whilst referring to the attached table :)

Explanation:

1. Absolute Advantage

Absolute advantage is the ability of an individual, company, region or country to produce a greater quantity of a good or service than another individual, company, region or country using the same resources.

Cake: Sarah

Bread: Sarah

Sarah takes the least time to produce both a loaf of bread as well as a cake when compared to Kate. In the time Kate takes to produce one cake, Sarah can produce 2 cakes (60 mins / 30 mins). In the time it takes Kate to produce one loaf of bread, Sarah can produce 3 loaves (120 mins / 40 mins).

2. Kate's opportunity cost of producing one cake

Opportunity cost is the benefit lost from the second best alternative. In this case, the number of loaves of bread Kate sacrifices to produce 1 cake. It takes 60 mins for her to produce a cake whilst it takes 120 mins to produce a loaf of bread. Hence opportunity cost of producing one cake = 60 / 120 = 1/2 a loaf of bread. This means that when she is producing a cake, she is using up the time that she can use to produce half a loaf of bread.

3. Sarah's opportunity cost of producing one cake

The second best alternative to Sarah to cake production, is the production of bread. It takes 30 mins for her to produce a cake whilst it takes 40 mins for her to produce a loaf of bread.  Hence opportunity cost of producing one cake = 30 / 40 = 3/4 a loaf of bread. In other words, in the time that Sarah spends producing a cake, she is actually able to accomplish three-quarters of a loaf of bread production.

4. Comparative Advantage

Comparative advantage is referred to as an individual, company, region or country's ability to produce goods and services at a lower opportunity cost than that of its trade partners. The person with the least opportunity cost has comparative advantage in that product.

Cake: Kate

As per the above calculations, Kate only loses making 1/2 a loaf of bread whilst Sarah loses making 3/4 of a loaf of bread.

Bread: Sarah (explanation below)

Kate = 120 / 60 = 2 cakes sacrificed

Sarah = 40 / 30 = 1.3 cakes sacrificed

Hence, Sarah has comparative advantage in the production of a loaf of bread as she has to sacrifice producing only 1.3 cakes whilst Kate sacrifices producing 2 cakes in the time taken to produce a loaf of bread.

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I think it’s b) introduction
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Answer:

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