Answer:
option c) $ 12 billion
Explanation:
Data provided :
Required reduction in consumption = $ 36 billion
MPC = 0.75
Now,
Total income = Required reduction in consumption / MPC
or
the Increase in tax = $ 36 billion / 0.75
or
= $ 48 billion
the government can raise the tax = $ 48 billion - $ 36 billion = $ 12 billion
Hence, the answer is option C
If Ballard company reported assets of $500 and liabilities of $200, Ballard's stockholders' equity equals <u>$300</u>.
Liability is a time period in accounting that is used to explain any type of monetary duty that a commercial enterprise has to pay at the cease of an accounting period to someone or a commercial enterprise. Liabilities are settled with the aid of shifting economic blessings which include cash, items, or services.
Liabilities are any money owed to your enterprise, whether or not it's financial institution loans, mortgages, unpaid bills, IOUs, or some other amount of money that you owe someone else. if you've promised to pay a person an amount of cash within the future and have not paid them but, that is a liability.
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Answer:
The answer is: B) In most cases dividends are paid semi-annually
Explanation:
Preferred dividends:
- are paid before common dividends,
- usually yield higher rates,
- and are paid in shorter terms.
In most cases they are paid on a monthly or quarterly basis. Semi-annual payments occur once every 6 months (or twice a year) and for preferred dividends that is usually considered a long time.
Answer:
The annual YTM will be = 6.133735546% rounded off to 6.13%
Explanation:
The yield to maturity or YTM is the yield or return that an investor can earn on the bond if the bond is purchased today and is held till the bond matures. The formula to calculate the Yield to maturity of a bond is as follows,
YTM = [ ( C + (F - P / n)) / (F + P / 2) ]
Where,
C is the coupon payment
F is the Face value of the bond
P is the current value of the bond
n is the number of years to maturity
Coupon payment = 1000 * 0.06 * 6/12 = 30
Number of periods remaining till maturity = 11 * 2 = 22
semi annual YTM = [ (30 + (1000 - 989 / 22)) / (1000 + 989 / 2)
semi annual YTM = 0.03066867773 or 3.066867773% rounded off to 3.07%
The annual YTM will be = 3.066867773% * 2 = 6.133735546% rounded off to 6.13%
