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NARA [144]
3 years ago
10

Вопрос 3 Moogle, Inc. is in the same business as Google, Inc., but has recently retired all its debt to become an all-equity fir

m. Its return on equity has dropped from 12.00% to 10.75% as a result of this. Google, Inc. continues to have debt in its capital structure, and its debt-to-equity ratio is 30.00%. What is the percentage return on assets of Google, Inc.? (Allow two decimals in the percentage but do not enter the % sign.)
Business
1 answer:
murzikaleks [220]3 years ago
8 0

Return on asset is 18.46 percent

Explanation:

Given information's are

Return on equity of Google inc., = 12.00% ( google inc does not change it's capital structure so return remains at  12%)

debt-to-equity ratio =  30.00 percent

Percentage return on assets of Google, Inc

Return on asset = Net income ÷ average total assets    

debt-to-equity ratio = Total liabilities ÷ stake holder's equity

here no amount is given for any account let us make an assumption as follows.,debt-to-equity ratio =  30.00 percent

The stack holder's equity  is $100 ( 30 ÷ 100 = 0.30 or 30 percent)

The stack holder's equity  is $100 ( 30 ÷ 100 = 0.30 or 30 percent)

Total Assets considers both Equity and Debt      

so the Average assets = (debt + equity)÷ 2  

Average assets = ($30 + $100 ) ÷ 2 = $65

Average assets = ($30 + $100 ) ÷ 2 = $65

Net income is the return attributed to the equity holders here.,

$100 be the share holders equity get from debt-equity ratio

Return on equity = 0.12 = Net income ÷ share holders fund

Net income = 12 percent = $100 × 12÷100 = $12

Net income = 12 percent = $100 × 12÷100 = $12

Return on asset = Net income ÷ average total assets

Return on asset  = 12÷ 65 = 0.1846 or 18.46 percent

Return on asset  = 12÷ 65 = 0.1846 or 18.46 percent

 

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A homeowner in a sunny climate has the opportunity to install a solar water heater in his home for a cost of $2900. After instal
quester [9]

Answer:

correct option is A. $145  

Explanation:

given data

investment cost = $2900

interest rate = 5% per year

solution

formula for present value of perpetuity is

investment cost = fixed cash saving per year ÷ interest rate    ..................1

put her value we get fixed cash saving per year that is

saving per year cost =  $2900 × 5%

saving per year cost =  $2900 × 0.05

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so correct option is A. $145  

8 0
3 years ago
When a principal is unidentified Group of answer choices the agent and principal will be jointly and severally liable on the con
Alja [10]

Answer:

The correct answer is letter "A": the agent and principal will be jointly and severally liable on the contract.

Explanation:

Principal-agent relationships born because of the need for principals of contracting agents acting on their behalf. While interacting with third parties, the principal can take one of the three (3) following roles: <em>fully disclosed principal, unidentified principal, </em>and <em>undisclosed principal</em>.

An unidentified principal, <em>also called jointly and severally liable principal, is unknown by third parties. The third party knows the agent represents another party but the identity of that other party is a mystery.</em>

4 0
4 years ago
The nurse in a maternity unit is providing emotional support to a client and her significant other who are preparing to be disch
Setler79 [48]

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8 0
3 years ago
The Quorum Company has a prospective 6-year project that requires initial fixed assets costing $962,000, annual fixed costs of $
diamong [38]

Answer:

5375

Explanation:

Given that:

Initial Fixed assets costing = $962000

Annual fixed costs = $403400

Variable cost per unit = $123.60

Sales price per unit = $249.00

Discount rate = 14%

Tax rate = 21%

The contribution per unit = Sales price - Variable cost

= $(249.00 - 123.60)

= $125.40

The present value break-even point(BEP) is the region of sales level where the net present value (NPV) equals zero.

Assuming that the sales level = p

i.e.

NPV = PV(of inflows - of outflows)

Inflows = (p * contribution per unit - annual fixed cost)( 1- tax rate) + depreciation * tax rate

= (p * 125.4 - 403400) ( 1 - 0.21) + depreciation * tax rate

where;

depreciation = initial fixed assest cost/ lifetime of the project

= (125.4p - 403400)*0.79 + (962000/6)*0.21

= (125.4p - 403400)*0.79 + (160333.33)*0.21

= (125.4p - 403400)*0.79 + 33670

Now, the PV of the inflows =PV factor(6 years, 14%) * inflows

= inflows * \dfrac{( 1-(1.14)^{-6})}{0.14}

= inflows * 3.8887

Replacing the value for inflows, we have:

=((125.4p - 403400)*0.79 + 33670)* 3.8887

The PV of the outflows = Initial Fixed asset cost = $962000

∴

Equating both together using:

PV(of inflows - of outflows) = 0

((125.4p - 403400)*0.79 + 33670)* 3.8887 - 962000 = 0

((125.4p - 403400)*0.79 + 33670)* 3.8887 =  962000

(99.066p - 318686 + 33670) * 3.8887 =  962000

(99.066p - 285016) * 3.8887 =  962000

385.24p - 1108341.72 = 962000

385.24p= 962000 + 1108341.72

385.24p= 2070341.72

p = 2070341.72 / 385.24

p ≅ 5375

6 0
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liraira [26]

Answer:

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