Answer:
deduction for organizational expenses = $5,000
Explanation:
Since the total startup costs are over $50,000 then the company's deduction will be lower. Generally speaking, a company can deduct up to $5,000 in organizational an startup costs ($5,000 each). But if the costs are over $50,000, then your deduction will be reduced by $1 for each dollar over that threshold.
In this case, organizational costs were $9,500, so they can deduct $5,000 during the first year and $4,500 will be amortized over the next 15 years. Startup costs are $54,500, which means that they can only deduct $5,000 - ($54,500 - $50,000) = $500 during the first year. The remaining $54,000 must be amortized over a 15 year period. Total deduction during the first year = $5,000 + $500 = $5,500
Answer:
True
Explanation:
Microeconomics is a branch of economics that studies the decisions individuals and firms make in response to changes in economic factors. These factors include price, resources etc. it studies how firms and individuals allocate and make decisions about resources
The question is looking at the effect of price on an industry. This is what microeconomics study
Macroeconomics is a branch of economics that studies the economy as a whole. Macroeconomics studies economic aggregates such as inflation, unemployment, GDP and growth rate.
'Mountain formation' or 'orogeny'
Answer:
d. 16% - buy
Explanation:
R = (D1 / P0) + g
Where, R=Expected Return, P0 = Current Market Price = $40, D1=Expected Dividend=$, g = Expected Growth Rate = 11% = 0.11
Expected Return = R = ($2/$40) + 11%
R = 0.05 + 0.11
R = 0.16
R = 16%
Expected Return is higher than the required return of 12%. Hence, it should be bought (it is expected to give higher return than required)
Answer:
Probability, P(n) = 3/8
Explanation: Let standard delivery be S and express delivery be E.
I) When the parcels were sent:
S(n) = 75/100 and E(n) = 25/100
II) When the parcels arrived:
S(n)← = 80/100 and E(n)← = 95/100
The probability a record of a parcel delivery is chosen, P(n) = S(n)*E(n) + E(n)*S(n) = 75/100*25/100 + 25/100*75/100
P(n) = 3/16 + 3/16 = 6/16
∴ P(n) = 3/8
