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3 years ago

List 2 ways in which constellations are used.

Business

2 answers:

Aleks [24]3 years ago

5 0

Answer:

1) To find Stars

2) To tell the date.

Explanation:

1) Constiltions can be used to find stars. For example if you are looking for a speific star, constilations could help you find them. Some of the most recognized constilatitons are Orion, Ursa Major/minor , and Scorpius.

2) Of course now days, we have calenders to keep track of the days. But in the past, people would use the stars to help the figure out the day, especially in ancient times. Now we have so much technology, that using the stars to treack the days, arent necesary, but in ancient times, it helped people figure out when they could plat their crops.

tangare [24]3 years ago

3 0

In Ancient times, constellations were used to create and track the calendar so they knew when to plant crops and harvest them. Constellations were also used for navigation and to help sailors travel across oceans.

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Two firms compete in a market to sell a homogeneous product with inverse demand function P = 600 – 3Q. Each firm produces at a c

podryga [215]

Answer:

Explanation:

We need to find the function of firm 1 and firm 2 which we have as

PQ1/Q1= 300

600Q1– 3Q21 – 3Q1Q2/ = 300

300 – 6Q1 – 3Q2= 300

Q1 = 1/6(600 -300 – 3Q2)

Q1 = 50 – 1/2Q2 Reaction function for firm 1

Q2 = 50 – 1/2Q1 Reaction function for firm 2

Cournot which we have as;

Q2 = = 1/6(600 -300 – 3Q1)

Q2 = 50 – 1/2Q1

Q2 = 50 – ½(50 – 1/2Q1)

Q2 = 50 – 25 + 1/4Q1

Q1 = 100/3 = 33.33 Output

Q2= 100/3 = 33.33 Output

Equilibrium market price which is

P = 600 – 3(Q2+ Q2)600 – 3(100/3 + 100/3)= 400

Profits for firm 1

Π1 = TR1– C1= PQ1 – C1=400 * 100/3 – 300 * 100/3= 10000/3 = $3,333.33 For firm 1

Profits for firm 2

Π2 = TR2– C2= PQ2 – C2=400 * 100/3 – 300 * 100/3= 10000/3 = $3,333.33 For firm 2

Stackelberg is given as ;

QL= (600 – 300)/2*3 = 50 Firm 1 output is QL = 50

QF= (600 – 300)/4*3 = 25 Firm 2 output is QF =25 P = 600 – 3*75 = 375

Π1 = (375-300) * 50 = 3750Profit for firm 1

Π2 = 75*25 = 1875 Profit for firm 2

Bertrand is given as ;

Under this competition, price is the same to marginal cost and profits are zero

600 – 3Q = 300

Q = 100 Output = 100

P = Zero

Collusive Behavior is given as;

MR=MC600 - 6Q = 300

300 = 6QQ = 50 Output

P = 600 – 3*50 = 450

Π = (450 – 300) * 50 = 7,500profit

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