Answer:
6.517%
Explanation:
Present Value PV = $14,320
Future Value FV = $18,434
Number of period Nper = 4
Annual effective yield = Rate(Nper, Pmt, Pv, -Fv)
Annual effective yield = Rate(4, 0, 14320, -18434)
Annual effective yield = 0.06517
Annual effective yield = 6.517%
B) His instrumentality estimates will be lower and his expectancy estimates will remain the same
C) His expectancy estimates for the next quarter will be lower
D) Neither her expectancy nor instrumentality estimates will change
E) His expectancy estimates for the next quarter will be higher
Answer:
Option E
His expectancy estimates for the next quarter will be higher
Explanation:
Will Presley's expectancy rate will be higher in the next sales quarter. This is because he feels that the birth of his new baby is instrumental to his his poor sales performance. Now that he feels that factor has been taken out of the way, he expects that there will be a great increase in the next sales quarter.
Answer:
Feedback
Explanation:
In an effective goal program, feedback is very important and essential. The goals should be open for feedback. If the goals are specific, consistent but lack feedback, then it is no longer effective.
Feedback is important in order to evaluate how effective the goal is. So, in the above, feedback is what is missing.
Answer:
Returns to scale = 1.15
Increasing returns to scale.
Explanation:
Cobb-Douglas production function of the form:
Here, we are using a simple rule of factors to find the returns to scale:
Hence,
By adding up the powers of L and K, we can get the returns to scale.
Returns to scale = 1.15
Suppose, the power of L be 'a' and the power of K is 'b',
if a + b = 1, then it exhibits constant returns to scale
if a + b > 1, then it exhibits increasing returns to scale
if a + b < 1, then it exhibits decreasing returns to scale.
In our case,
a + b = 1.15 which is greater than 1, so this production function exhibits increasing returns to scale.
Answer:
Payback period = 2.5 years
Explanation:
given data
Year 0 1 2 3
cash -$500 $150 $200 $300
to find out
What is the project's payback
solution
Year Cash flows Cumulative Cash flows
0 500 500
1 150 350
2 200 150
3 300 150
so
Payback period = Last period with a negative cumulative cash flow +(Absolute value of cumulative cash flows at that period ÷ Cash flow after that period) .........................1
put here value we get
so
Payback period =
Payback period = 2.5 years
The payback period for the project is approximately 2.75 years.
The payback period is a financial metric used to assess the time it takes for an investment or project to generate enough cash flows to recover the initial investment cost. It's a simple tool for evaluating the risk and return of an investment, with shorter payback periods generally indicating lower risk. The payback period is the amount of time it takes to recover the initial investment in a project.
To calculate the payback period, we sum the cash flows until we reach or surpass the initial investment.
In this case, the initial investment is $500, and the cash flows are: $150, $200, and $300 in years 1, 2, and 3 respectively.
By adding the cash flows together, we find that the project's payback is 2 years and 25% of year 3, which is approximately 2.75 years.
#SPJ3
Answer:
$50
Explanation:
Solution
Recall that:
The company plans on giving out $50 million by repurchasing stock hence, number of stock to be purchased = 50/50 = 1 million
The Number of share bought back = 300-1 = 299
Thus
$20,000 + $1,000 - $6000 = $15,000
$15,000 / 300 shares = $50
Before Repurchase After the repurchase
Value of operations 20000 20000
Short-term investments 1000 950
Less : Debt 6000 6000
Intrinsic value of equity 15000 14950
Number of shares 300 299
Intrinsic value per share 50 50
Therefore the intrinsic per share stock price be immediately after the repurchase is $50
(B) The accounts receivable balance at the beginning of Quarter 4 will be $1,150.
(C) The firm will collect a total of $2,000 in Quarter 3.
(D) The firm will have an accounts receivable balance of $2,300 at the end of the year.
(E) The firm will collect a total of $2,400 in Quarter 4.
Answer:
(E) The firm will collect a total of $2,400 in Quarter 4.
Explanation:
We will calcualte under two assumptions:
With this we conclude the following:
each quarter has 90 days
the sales from day 1 to 45 will be collected within the quearter while the sales from 46 to 90 will be collected on the next quarter.
so half the sales will be collected during the quarter as sales are done uniformly.
Collection on Q1
2,100 / 2 = 1,050
collection on Q2
1,050 + 1,600/2 = 1,850
collection on Q3
800 + 2,500/2 =2,050
collection on Q4
1,250 + 2,300/2 = 2,400