The forecasting technique that pools the opinions of a group of experts or managers is known as: market survey. management coefficients. the expert judgment model. multiple regression. jury of executive opinion.

Answers

Answer 1

Answer:

Answer:

jury of executive opinion.

Explanation:

The forecasting technique that pools the opinions of a group of experts or managers is known as jury of executive opinion.

For example, when XYZ manufacturing company decides to conduct a series of strategic meetings for its forecasting by involving its key employees such as directors, analysts, managers etc to discuss (gathering opinions, ideas, perspectives and views) before reaching a forecasting consensus. This is simply a jury of executive opinion.

Answer 2

Answer:

Final answer:

The forecasting technique that combines the opinions of a group of experts or managers is known as the 'jury of executive opinion'. It leverages collective expertise for prediction in complex decision-making situations or when there's a lack of sufficient hard data.

Explanation:

The forecasting technique that gathers and combines the views and opinions of a group of experts or managers is called the Jury of executive opinion. This technique relies on the collective knowledge, experience, and intuition of a group of high-level managers to predict future events or outcomes. It's often used in situations where decision-making is complex, or when there aren't enough hard data available. For instance, a group of corporate executives could use their combined expertise to make forecasts about trends in their industry, the potential impact of significant new legislation, or the likely behavior of their competitors.

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Dorothea orginally sold her home for $92,000. At that time, her adjusted basis in the home was $95,000. Five years later, she repossessed the home when the balance of the note was $87,000. She resold it within one year for $100,000. Original sale expenses were $1,150 and reslae expenses were $1,350. Repossession costs were $2,900. She incurred $1,100 for improvements prior to the resale. What is Dorothea's recomputed gain?
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when a perpetual system is in used and transportation cot is incurred to obtain inventory, the transportation cost is:

b. (5 points) Currently, some of Baryla's inventory includes $2.3 million of outdated and damaged goods that simply remain in inventory and are not salable. What inventory ratio must the good inventory maintain in order to achieve an overall turnover ratio of at least 6.3 (including the unsalable items)? (Round to one decimal place.)

Answers

Answer:

8.7

Explanation:

Sales = $93,000,000

Gross profit margin = 45%

Gross profit= 45%*93,000,000 = $41,850,000

Gross profit = sales - cost of goods sold

Cost of goods sold = Gross profit + sales = 41,850,000 + 95,000,000 = $53,150,000

Inventory turnover = cost of goods sold/inventory

Inventory = $52,250,000/6.3= $8,436,508

Given:

Total Inventory = $8,436,508

Unsalable items = $2,300,000

We have the formula:

Good inventory = Total Inventory - Unsalable items = $8,436,508 - $2,300,000 = $6,136,508

The inventory turnover ratio the good inventory must maintain in order to achieve an overall turnover ratio of at least 6.3 (including the unsalable items) is

53,150,000/6,136,508 = 8.7

Alpha Division had the following information: Average operating asset base in Alpha Division $500,000 Operating income in Alpha Division $60,000 Cost of capital 14% Target return on investment (ROI) 16% Margin for Alpha Division 21% If the asset base is decreased by $120,000, with no other changes, what will Alpha Division's return on investment be? (Note: Round answer to two decimal places.) a. 18.50% b. 15.79% c. 10.50% d. 12.55%

Answers

Answer: Option B

Explanation: As we know that,

$ROI=(Operating\ income)/(total\ assets)$

where,

Operating income = $60,000

total asset = current asset base - decrease in current asset base

total asset = $500,000 - $120,000

= $ 380,000

Now, putting the values into equation we get :-

$ROI\:=\:(\$60,000)/(\$380,000)$

= 15.79%

Tall Guys Clothing has a 45-day collection period. Sales for the next calendar year are estimated at $2,100, $1,600, $2,500 and $2,300, respectively, by quarter, starting with the first quarter of the year. Given this information, which one of the following statements is correct? Assume a year has 360 days.(A)The firm will collect a total of $800 in Quarter 2.
(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.

Answers

Answer:

(E) The firm will collect a total of $2,400 in Quarter 4.

Explanation:

We will calcualte under two assumptions:

the sales are done uniformly over the quarter
and the collection period is the same over the entire year

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

5) If in the market for apples the supply has decreased, then A) the supply curve for apples has shifted to the right. B) there has been a movement upwards along the supply curve for apples. C) the supply curve for apples has shifted to the left. D) there has been a movement downwards along the supply curve for apples.

Answers

Answer:

The correct answer is letter "C": the supply curve for apples has shifted to the left.

Explanation:

The supply curve plots in a graph the relationship between the price and quantity supplied of a good or service. According to the supply law, that relationship is directly proportional meaning if the price rises the quantity demanded increases -the supply curve moves to the right- but if the prices fall the quantity demanded drops -the supply curve moves to the left.

I want to have a college fund for my daughter. She is 5, so I have 13 years to achieve my goal of $50,000. The bank says I can earn 2%. I have $5000 already set aside. How much do I need to contribute every year?

Answers

Answer:

$2960 yearly savings

Explanation:

From the values given and from mathematical manipulation, he or she needs a contribution of at least $2900 every year in order to achieve his goal of $50,000.

EXPLANATION

If the child is 5yr old now, in 13years time, she will be 18yr old.

$2950 target yearly

for the next 13years, it would have amount to $38350

remember the bank will give an annual interest rate of 2%

so for 13years, that's 26% = 0.26

In the 13th year, he would have saved $38350, add the 26% interest for the duration of 13years = 26% x $38350 + $38350 = $48321

His savings will fall between $2950 - $2960 yearly.

Final answer:

You will need to contribute approximately $2,615.97 each year to your college fund to achieve your goal of $50,000 in 13 years, starting with $5,000 and earning 2% interest compounded annually.

Explanation:

To calculate how much you need to contribute every year to have $50,000 in a college fund for your daughter in 13 years with an existing $5,000 at a 2% annual interest rate, we need to use the future value of an annuity formula:

The future value of an annuity formula is FV = P × {[(1 + r)^n - 1] / r}, where:

FV is the future value of the annuity (the amount we want to have in the future, which is $50,000).
P is the annual payment (the amount you will contribute every year).
r is the annual interest rate (which is 2%, or 0.02).
n is the number of years the money is deposited (13 years).

Since you already have $5,000, we first need to find out how much this amount will grow to in 13 years at an annual interest rate of 2%. That's calculated using the compound interest formula:$5,000(1 + 0.02)^{13} = $6,727.09

Now, subtract this future value of your initial savings from the goal:$50,000 - $6,727.09 = $43,272.91

This is the amount that needs to be reached with the annual contributions. Plugging this back into the future value of an annuity formula, we solve for P:$43,272.91 = P × {[(1 + 0.02)^{13} - 1] / 0.02}We can now solve for P, which is the annual contribution required:P = $43,272.91 / {[(1 + 0.02)^{13} - 1] / 0.02} = $2,615.97

Therefore, you'd need to contribute approximately $2,615.97 each year to reach your $50,000 college fund goal in 13 years, assuming a 2% annual rate.

On January 2, 2020, real property taxes were levied for the year in the amount of $1,878,700. It was estimated that 2 percent of the levy would be uncollectible. Required: Record this transaction in both the General Fund and governmental activities journal. (Note: Type 4-a-1 as the paragraph number in the [Add description] field for this entry; 4-a-2 for the next transaction, etc. Careful referencing by paragraph number is very helpful should you need to determine where you may have omitted a required journal entry or made an error.) For the General Fund you will be directed to the Detail Journal. Select "Accrued Revenue" in the drop down [Description] menu in the Detail Journal related to the General Fund entry.