When consumption increases, factories produce more, consequently having to expand, when they expand they hire new employees, meaning that more people have money to buy more things and boost the market.
It is almost like the balance of an ecosystem, if everything works well, the tendency is to continue improving
Answer:
hope this help u
Explanation:
Transferring energy into or out of a substance changes its temperature, which changes the molecules' freedom of movement. Claim 2: Transferring energy into or out of a substance changes the molecules' kinetic energy, which changes their freedom of movement.
Answer:
The length of time = 12 years
Explanation:
<em>The number of years the case would be determines the length time it takes the present value of annuity of 17,000 to equate the initial cost </em>
Initial cost = A× (1- (1+r)^(-n)/r =
A- 17,000, r- 13%, n - ?
So we will need to work out the value of " n"
100,000 = 17,000 × 1- 1.13^(-n)/0.133
100,000/17,000 =1- 1.13^(-n)/0.13
5.88235 ×0.13 = 1- 1.13^(-n)
n = 12
The number of years is approximately 12 years
The length of time = 12 years
Answer:
12,000
Explanation:
The aggregate amount of revenue of the stadium is $300,000 from which they have $180,000 from the stadium parking lot which has 12,000 cars inside it. So, it is $12,000 × $15 is equal to $180,000.
So, remaining will be
= $300,000 - $180,000
= $120,000
This amount needed for attaining the revenue.
So, from satellite, they revenue of $120,000. So, the number required to make it this amount is computed as:
= $120,000 / Rate of parking
= $120,000 / $10
= 12,000
Answer:
a. What is the MRP? What is the MRC? Should the firm add this delivery vehicle?
marginal revenue product = marginal product of labor x marginal revenue per output unit
MRP = 1,500 packages x $0.10 per package = $150
marginal resource cost (MRC) = $100 (the cost of renting the delivery truck)
The company should add the delivery truck because MRP is higher than MRC.
b. Now suppose that the cost of renting a vehicle doubles to $200 per day. What are the MRP and MRC in this situation?
MRP = $150 (doesn't change from question a)
MRC = $200 (the cost of renting the delivery truck)
The company should not add the delivery truck because MRP is less than MRC.
c. Next suppose that the cost of renting a vehicle falls back down to $100 per day, but, due to extremely congested freeways, an additional vehicle would only be able to deliver 750 packages per day. What are the MRP and MRC in this situation? Would adding a vehicle under these circumstances increase the firm's profits?
MRP = 750 packages x $0.10 per package = $75
MRC = $100
The company should not add the delivery truck because MRP is less than MRC.