Answer:
The correct option is B that is 0.45
Explanation:
Computing the Current Ratio with the formula which is as:
Current Ratio (CR) = Current Assets (CA) / Current Liabilities (CL)
where
Current Ratio (CA) is $477.50
Current Liabilities (CL) is $1075
Putting the values in the above formula of Current Ratio (CR):
= $477.50 / $1075
= 0.444 or 0.45
Note 1: Inventory will not be included while computing the current ratio, as it is already been added in the current assets. Therefore, there is no need of adding it twice in the Assets.
Note 2: This is the correct formula for computing the current ratio and I computed the same with the given information, so it 0.45 is the correct answer.
Answer: $4,642.37
The price of the bond is $4,642.37
Explanation:
Using the price of bond formula :
C × 1 - (1+r) *-n / r. + F / (1+r)*n
C = coupon rate = 2.9% of 10,000
= $290
n = 24years...... years to maturity
F = $10,000...... Face value/par value
r = yield to maturity = 3.4% = 0.034
Price of bond =
290 × 1–(1+0.034)*-24 /0.034
+ 10,000 / (1.034)*24
290× 1 - (1.034)*-24 / 0.034
+ 10,000 / (1.034)*24
290 × (1 - 0.448236347)
+ 4,482.36347
160.011459 + 4,482.36347
Price = $4,642.37 as the price of bond.
Answer:
The correct answer is the option C: changes in M in the short run can cause Real GDP to fall.
Explanation:
To begin with, the monetarist economists are the one that support the idea of not having any intervention from the government regarding the economy and moreover they are the ones whose ideology focus mainly in the money, as it name indicates. Therefore that when the government decides in the short run to increase the amount of the money supply then the monetarists argue that the action done by them will cause the Real GDP to fall because of the high inflation that it will cause the increase of the money supply and consequently low demand, etc.
Answer:
B
Explanation:
i just took the test and got it correct
Answer:
The net impact on the income will be 2,795,000 each year
Explanation:
The purchase will generate the followng:
4.3 depreciation expense
and a tax shield, as this expense decrease the net income:
depreciation x tax-rate = tax-shield
4.3 x 35% = 1.505 millions
total impact on net income:
depreciation expense - tax shield
4.3 - 1.505 = 2.795 millions net impact