Answer:
a. less wealthy and they buy less.
Explanation:
we are assuming a situation where the price level rises (inflation rises), so anyone holding cash will be able to purchase a smaller amount of goods with the same amount of cash simply because the goods are more expensive. E.g. you purchased 10 goods with $100, but if the inflation rate increases to 10%, you will be able to purchase only 9 goods with the same $100. As inflation rises, people holding cash (or other monetary form) will lose wealth and purchasing power.
Answer: 1.66
Explanation:
Based on the information given in the question, the beta of the stock will be calculated as follows:
Expected return = 16.2%
Market return = 11.2%
Inflation rate = 3.1%
Risk-free rate of return = 3.6%
We should note that:
Expected return = risk-free rate + Beta × (market rate- risk-free rate)
Therefore,
16.2% = 3.6% + Beta × (11.2% - 3.6%)
16.2% = 3.6% + Beta × 7.6%
16.2% - 3.6% = Beta × 7.6%
12.6% = Beta × 7.6%
Beta = 12.6% / 7.6%
Beta = 1.66
Answer:
$170,000
Explanation:
The computation of the total cost to be accounted is shown below:
= Beginning work in process units + cost of units transferred out
= $18,000 + $152,000
= $170,000
In order to compute the total cost to be accounted we simply added the beginning work in process units and the cost of units transferred out so that the exact value could come
That make them with out coca beans
Answer:
a) $231,468.30
b) $209,259.56
c) 9.59%
Explanation:
a) to calculate FV, n=6,I=10, pv=0 and pmt=30000
b) to calculate effect of inflation On FV
N=6, I =6 (nominal interest less inflation), pv=0 and pmt=30000
c) [(231468.30-209259.56)/231468.30]x100