Why do you think that we should study crime and criminals? What information might we gain by doing so?

You are analyzing two companies that manufacture electronic toys – Like Games Inc. and Our Play Inc. Like Games was launched eig

frosja888 [35]

Answer:

A LOW days of sales outstanding represents an efficient credit and collection policy. Between the two companies, Like Games is collecting cash from its customers faster than Our Play, but both companies are collecting their receivables less quickly that the industry average. (5.51 days)

Our Play’s fixed assets turnover ratio is lower than that of Like Games. This could be because Our Play is a relatively new company, so the acquisition cost of its fixed assets is higher than the recorded cost of Like Games’s net fixed assets.

Like Games’s total assets turnover ratio is 1.05x, which is lower than the industry’s average total assets turnover ratio. In general, a higher total assets turnover ratio indicates greater efficiency.

Explanation:

DSO

Like Game 365 / (100,000 / 2,700) = 9.855

Our Play 365 / (100,000 / 3,900) = 14.235

Average 365 / (255,000/3,850) = 5.510

Fixed assets turnover:

LG 100,000 /55,000 = 1.82

100,000 / 95,000 ) = 1.052

average 255,000 / 234,600 = 1.087

OP 80,000 /55,000 = 1.45

Avg 255,000 / 216,750 = 1.18

4 0

3 years ago

Pierce wishes to purchase a municipal bond with a par value of $500 from Chattahoochee County, and he is trying to decide which

Mrrafil [7]

He should take the option one of sales commission of 3.1% on each bond. If he takes the 2nd option, he is required to pay 24$ per bond. But if he takes the ist option, he is required to pay 15.5$ per bond. 88.754 is the market rate. Total investment is of 500$. Multiply the commission rate with the amount and you get 15.5 $. There is a difference of 8.5 dollars between the two options.

6 0

3 years ago

Read 2 more answers

Laramie Labs uses a risk-adjustment when evaluating projects of different risk. Its overall (composite) WACC is 10%, which refle

Allushta [10]

The correct option is 3. A, B, and D.

The set of projects would maximize shareholder wealth is A, B, and D.

<h3>What is low-risk projects?</h3>

Low risk suggests that there won't be a significant negative effect on the organization should the project fail.

The computation of the provided data is displayed below, depending on the circumstance:

To determine which projects set would maximize shareholder wealth, we must compare the WACC to the anticipated return.

Below are some specific risk WACC (needed return) (%), expected return (%), and accept or reject reasons-

High 12 Project A 15 Select WACC is less profitable than anticipated.
The return for Project B's Average 10-12 Select WACC is less than anticipated.
WACC for Project C High 12/11 Reject is greater than anticipated return.
Low Project D 8-9 Select WACC is less profitable than anticipated.
WACC for Project E Low 8 6 Reject is higher than anticipated return.

Therefore, in order to maximize shareholder wealth, option C (projects A, B, and D) should be chosen.

To know more about low-risk projects, here

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The complete question is-

Laramie Labs uses a risk-adjustment when evaluating projects of different risk. Its overall (composite) WACC is 10%, which reflects the cost of capital for its average asset. Its assets vary widely in risk, and Laramie evaluates low-risk projects with a WACC of 8%, average-risk projects at 10%, and high-risk projects at 12%. The company is considering the following projects:

Project Risk Expected Return

A High 15%

B Average 12%

C High 11%

D Low 9%

E Low 6%

Required:

Which set of projects would maximize shareholder wealth?

A and B.
A, B, and C.
A, B, and D.
A, B, C, and D. A, B, C, D, and E.

5 0

2 years ago

Molson-Coors Brewing Company (TAP) reported the following operating information for a recent year (in millions):

Dahasolnce [82]

Answer:

1)Break Even Sales Volume in Units=105.789067 million barrels

2))Break Even Sales Volume in Units=114.0512569 million barrels

Explanation:

Break Even Sales Volume in Units= Fixed Costs/ Contribution Margin per unit

Given

Molson-Coors

 All figures in millions

Sales $3,568

Cost of goods sold (2,164)

Gross profit $1,404

Marketing, general, and admin. expenses (1,052)

Operating income $352

Molson-Coors

All figures in millions

Sales $3,568

Variable Cost of goods sold (2,164)*70%= (15,14.8)

Variable Marketing, general, and admin. expenses (1,052) *40%= (600.8)

Contribution Margin $1,452.4

Fixed Cost of Goods Sold 649.2

Marketing, general, and admin. expenses (1,052) *60%= $ 631.2

Operating income $172

Break Even Sales Volume in Units= Fixed Costs/ Contribution Margin per unit

When Fixed Costs are not increased in the current year.

Break Even Sales Volume in Units= 649.2+631.2/12.1033 (millions)

1)Break Even Sales Volume in Units=105.789067 millions barrels

When Fixed Costs are increased in the following year.

Break Even Sales Volume in Units= 649.2+631.2+ 100/12.1033 (milions)

2))Break Even Sales Volume in Units=114.0512569 millions barrels

7 0

3 years ago

A retail store is doing a $50 gift card giveaway by selecting 1 customer from a pool of registered customers. The pool of regist

Pani-rosa [81]

Answer:

False

Explanation:

Given

$P(Female) = 52\%$

$P(Age>65) = 18\%$

Required

Determine $P(Female\ or\ Age>65)$

The events of being a female and over the age of 65 are non-mutually exclusive events.

We know this because the question says the pool is from all ages.

So, the required probability is calculated using:

$P(A\ or\ B) = P(A) + P(B) - P(A\ and\ B)$

In this case, it is:

$P(Female\ or\ Age>65) = P(Female) + P(Age>65) - P(Female\ and\ Age>65)$

This gives:

$P(Female\ or\ Age>65) = 52\% + 18\% - P(Female\ and\ Age>65)$

$P(Female\ or\ Age>65) = 70\% - P(Female\ and\ Age>65)$

Because the pool is from all ages,

$P(Female\ and\ Age>65) > 0\%$

So:

$P(Female\ and\ Age>65) < 70\%$

The solution to this question is b. False

6 0

2 years ago