Answer:
The cost recorded for the equipment=$229,550
Explanation:
The total recorded cost of the automatic equipment has to include the purchase cost and other additional associated costs that come with the equipment. This can be expressed as;
T=P+A
where;
T=total cost
P=purchase cost/invoice cost
A=additional costs(electrical work cost+delivery cost+sales tax+repair cost)
In our case;
T=unknown
P=$190,000
A=(20,000+4,000+13,700+1,850)=$39,550
replacing;
T=190,000+39,550=229,550
The total cost=$229,550
The cost recorded for the equipment=$229,550
Answer:
a. What is the expected return of the risky corporate bond over the 5-year holding-period (in %)?
expected return in $ = (50% x 20% x $1,000 x 4) + (50% x 35% x $1,000 x 4) = $400 + $700 = $1,100
holding period return = ($1,100 - $1,000) / $1,000 = 10%
b. What is its effective annual return?
(1 + 10%)⁰°² - 1 = 1.92%
b. What is its effective annual return?
- 2. The government bond is the superior investment
The yield of he corporate bond is very low and the risk is too high.
Answer:
b. In the first economy, the spending multiplier is greater than in the second economy. In the third economy, the spending multiplier is undefined
Explanation:
This can be easily understood by going through some calculations in a spending multiplier formula.
WORKINGS
The formula for Spending Multiplier = 
Spending Multiplier
Economy 1: Multiplier = 
= 2
Economy 2: Multiplier = 
= 1
Economy 3: Multiplier = 
= undefined
Note: MPS can be abbreviated as Marginal propensity to save
As we can see here economy 1 is 50% greater than economy 2 and economy 3 is undefined because they spend whole dollar they earn additionally.
On behalf of the above calculations, option B is a perfect match!
Answer:
b.9%
Explanation:
Formula for annual rate of return formula is as follows;
Annual rate of return = [ (New value/ Initial value)^(1/t) ] -1
t = the total holding period of investment = 12 years
Old value = 22,000
New value = 62,000
Next, plug in the numbers to the formula;
Annual rate of return; r = [ (62,000/22,000) ^(1/12) ] -1
r = [2.8182 ^(1/12)] - 1
r = 1.0902 -1
r = 0.0902 or 9%
