Answer:
25.55 days
Explanation:
Days Sales in Receivable = Accounts Receivable ÷ (Sales / 365)
therefore
2020 = $2,800 ÷ ($ 40,000 / 365) = 25.55 days
Answer:
b. Net Income
e. Cash from Investing Activities
Explanation:
Calculation to determine Which of the following items would be increased by the sale of the marketable securities
Using this formula
Gain from investment = Selling price of the security - Value of the security
Let plug in the formula
Gain from investment= $93,000 - $85,000
Gain from investment= $8,000
Based on the above calculation The sell of marketable security will INCREASE CASH which means that CASH FROM INVESTING ACTIVITIES will increase and NET INCOME will increase.
Therefore the items that would be increased by the sale of the marketable securities are :
b. Net Income
e. Cash from Investing Activities
Answer:
a. Consumption will increase as goods and services are now cheaper for people to buy.
b. Investment increases as people will have more money to invest due to having spent less on consumption.
c. Net exports increases as exports become cheaper due to lower prices in the country. More people outside will therefore demand exports leading to them increasing more than imports.
d. Money Demand - B. There is a movement along the Money Demand curve to the Left
As price has decreased, the amount of money needed to buy goods will decrease which would lead to less demand for money. Money demand curve will show this as a movement to the left of the Money demand curve.
e. The interest rate will decrease because there will be more money to invest as explained above. With more money to invest, loanable funds will b in high supply thereby dropping interest rates.
f. Aggregate expenditure shifts right to show that expenditure has increased from people buying cheaper goods.
g. Aggregate demand - B. AD shifts to the Right.
More people will demand goods and services because they are cheaper.
Answer: 25%
Explanation:
Municipal bonds are tax-free which means that the tax bracket that would make you indifferent between the 2 bonds would be the one that brings the after-tax yield on the taxable bond to the same yield as the Municipal bond.
Assume this tax rate to be x.
8% * ( 1 - x) = 6%
8% - 0.08x = 6%
0.08x = 8% - 6%
x = (8% - 6%) / 0.08
x = 25%
