Answer:
An increase in supply, all other things unchanged, will cause the equilibrium price to fall; quantity demanded will increase. A decrease in supply will cause the equilibrium price to rise; quantity demanded will decrease.
Answer:
Back Stop, Inc.
1. The amount of gain or loss that will be recognized by the company:
a. $30,000 gain
b. $80,000 loss
2. The corporation's basis in the property after the transfer:
a. $150,000
b. ($80,000)
Explanation:
1) Data and Calculations:
a. Building $150,000 Capital, Kelly $120,000 Unrealized gain $30,000
b. Unrealized loss $80,000 Capital, Kelly $80,000
2) The building contributed by Kelly is worth $150,000 for the corporation. However, the contribution by John is worth nothing in real terms. Instead, an unrealized loss is being suffered by the corporation.
Answer:
The correct answer is profit of $2.3 by selling it in Mexico.
Explanation:
According to the scenario, the computation of the given data are as follows:
In the United states Cost of shoes = $45
In Mexico, Cost of Shoes = 430 Pesos ( where $0.1100 = 1 pesos)
So, 430 Pesos = 430 × $0.1100 = $47.3
So, we can calculate the profit to sell in Mexico as follows:
Profit to sell in Mexico = Sell price in Mexico - Sell price in US
= $47.3 - $45
= $2.3
So, the arbitrage opportunity exist by buying the shoes in Pesos and selling it in Mexico, one can make a profit of $2.3 per shoes.
Answer:
Normed testing method
Explanation:
Norming refers to the way toward developing a standard test to analyse the performance of candidates, and such an analysis is essential to examine the mental and psychology of individuals. The normed test is a way to evaluate students by comparing with candidates who have already passed those tests. The normed testing method will evaluate candidates a lot better than other testing techniques, as it monitors every candidate.
Answer:
a. How long will the current bridge system work before a new bracing system is required?: 64.18 years or 64 years and 2 months.
b. What if the annual traffic rate increases at 8 % annually: The bracing system will last for 24.65 years or 24 years and 7 months.
c. At what traffic increase rate will the current system last only 12 years: 17.13%
Explanation:
a. Denote x is the time taken for the number of pedestrian to grow from 300 to 2000. The current pedestrian is 300, the grow rate per year is 3% or 1.03 times a year. Thus, to reach 2,000, we have the equation: 300 x 1.03^x = 2000. Show the equate, we have 1.03^x = 6.67 <=> x = 64.18
b. Denote x is the time taken for the number of pedestrian to grow from 300 to 2000. The current pedestrian is 300, the grow rate per year is 8% or 1.08 times a year. Thus, to reach 2,000, we have the equation: 300 x 1.08^x = 2000. Show the equate, we have 1.08^x = 6.67 <=> x = 24.65.
c. Denote x as traffic increase rate. The current pedestrian is 300, the grow rate per year is (1+x) times a year. Thus, to reach 2,000 after 12 years and thus a new bracing system to be in place, we have the equation: 300 x (1+x)^12 = 2000. Show the equate, we have (1+x)^12 = 6.67 <=> 1+x = 1.1713 <=> x = 17.13%.
