Answer:
Change in US external wealth between periods T and T +1 in dollars = -$100
Explanation:
Since nothing else changes, this implies that the exchange rate per yen is $0.01 in periods T and T +1. Therefore, we have:
Value shares of Sonic in period T in dollar = Number of shares of Sonic bought in period T * Price per share of Sonic in Yen in period T * Exchange rate per yen in periods T = 100 * 700 * $0.01 = $700
Value shares of Sonic in period T+1 in dollar = Number of shares of Sonic in period T+1 * Price per share of Sonic in Yen in period T+1 * Exchange rate per yen in period T+1 = 100 * 600 * $0.01 = $600
Change in US external wealth between periods T and T +1 in dollars = Value shares of Sonic in period T+1 in dollar - Value shares of Sonic in period T in dollar = $600 - $700 = -$100
Answer:
my mom is my strictest parent, rip. my dad is pretty chill tho
Answer:
I would recommend Machine 7745
Explanation:
Machine 7745
initial outlay = $8,000
operational costs per year = $300
depreciation cost per year = $700
salvage value (at year 10) = $1,000
total costs per year (1 - 9) = $1,000
total costs year 10 = $0
using an excel spreadsheet, the IRR = 2%. Since you are analyzing costs only, not incremental revenue, then you must select the project with the lowest IRR.
Machine A37Y
initial outlay = $8,000
operational costs per year = $260
depreciation cost per year = $800
total costs per year (1 - 10) = $1,060
using an excel spreadsheet, the IRR = 4%
Answer:
Gain reported in 2019 is $200,000
Explanation:
The amount gained on Diamond's shares in 2017= (60-50)* 10,000= $100,000
Amount gained on Diamond's shares in 2018= (65-60)* 10,000= $50,000
Amount gained in 2019= (70-65)* 10,000= $50,000
So total gain reported in 2019= 100,000+ 50,000+ 50,000= $200,000
Answer:
B) sample averages
Explanation:
The sampling distribution of the mean is the average of the population obtained from the sample. It shows the patterns that the sample mean (or average) tends to follow. If the population distribution is normal, then the sampling distribution of the mean should follow the same pattern for all the samples obtained from the population. The mean or average of the sampling distribution should equal the population mean.
