Answer:
What do capital controls prevent?
Speculators from rushing into and out of a country's market and
disrupting its economy.
Explanation:
Capital control entails when a body that regulates money in a country controls the cash inflow and outflow
Answer: d. Net income is part of the computation for ending retained earnings.
Explanation:
In the statement of owner's equity, Retained earnings are calculated and it is done with the Net Income. This is why when the net income is calculated from the Income Statement it is transfered to the SOE and used to calculate Retained Earnings.
Retained Earnings are calculated by the formula,
Ending Retained = Opening Retained Earnings + Net Income (losses) - Dividends
Net income is added to (or subtracted from if it is a Net loss) the Opening Retained earnings balance. Net dividends are also subtracted.
Answer:
The semi annual rate is 4.88%
Explanation:
semi annual rate = [((1+r)^(1/n)) -1]
= [((1+10%)^(1/2)) -1]
= 4.88%
Therefore, the semi-annual rate (i.e. periodic return per six months) do you require (i.e. need to earn such that this implies 10% earned per year when you get to compound semi-annually) is 4.88%.
Answer:
The correct answer to the following question is option D) all of the listed answers are correct .
Explanation:
ROI ( which is know as return on investment ) is a tool which can be used to manage a client's campaign by helping him in determining what would be the optimal budget for him, how would a client optimize its advertisement texts and the keywords. The ROI here would be used to measure conversion and through this conversion tracking tool would help in determining profitability in advertisement or keywords.
Solution :
a). Bundles 
= U ( _____ , 2), lie on the same indifference curve. Suppose missing numbers is x.
So, 
(40 x 5) + (2 x 5) = 50x + (2 x 2)
210 - 4 = 5x
So Alexander has 
apples and 
bananas. The indifference curve though also include bundle.
Therefore, (41.2, 2)
b). 
= 0.4
So Alexander has apples and bananas with this bundle. Alexander would like to give up 
unit apples for a banana.
