1/3 because you have to see which number 18 is divisible by and it’s not 4 so it would be 1/3
Answer:
Explanation:
a.)
Given the different probabilities with their respective returns, you will find the firm's expected return using the following formula;
return; r = SUM (probability *expected return)
The formula above means that you multiply each probability by return , then sum the results.
r = (0.25*0.10) +(0.50*0.15) + (0.25*-0.02)
r = 0.025 +0.075 -0.005
r = 0.095 or 9.5%
Therefore, the correct answer is 9.5%. The choices given do not apply.
b.)
Use the Capital Asset Pricing Model(CAPM) formula to calculate the required return. Additionally, since we have inflation rate, adjust the formula to that inflation rate since investors would require a high rate to compensate for it.
Inflation adjusted CAPM required return; r = risk free + inflation + beta(Market return - risk free)
r = 0.045 + 0.03 + 1.50(0.11 - 0.045)
r = 0.075 + 0.0975
r = 0.1725 or 17.25%
Therefore, the required rate is 17.25%
I believe the answer is Accuracy
According to CRAAP Principle, accuracy defines whether the creator make appropriate preparation in making the product.
This includes whether the information is well researched, the quality of language and tone that they use, the quality of editing, etc.
Answer:
The correct answer is: decrease; decrease.
Explanation:
A high inflation rate in the home country as compared to other countries implies that the price level will be relatively higher. This will cause the export demand to decrease and import demand to increase as the foreign goods will be cheaper than the domestic goods.
This increase in imports and a decrease in exports will cause the current account balance to decrease.
An increase in income will cause the demand to increase. A shift in the demand curve will cause the price level to increase. An increase in the price level will decrease the current account balance as mentioned above.
Answer:
Californian citizen
Explanation:
For a Californian citizen, the maximum number of meals and units of leisure they could possibly acquire per day are:
For a Mississippi citizen, the maximum number of meals and units of leisure they could possibly acquire per day are:
Both citizens can acquire the same number of meals, but the Californian citizen can acquire twice as many units of leisure than the Mississippi citizen. Therefore, the Californian citizen is more well-off in terms of the bundles of goods they can consume.
