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solniwko [45]
1 year ago
15

Eric is considering an investment that will pay $8, 200 a year for five years, starting one year from today. What is the maximum

amount he should pay for this investment if he desires a rate of return of 11.2 percent? $17, 899.08 $27, 117.36 $20, 186.75 $30, 154.50 $18, 153.55
Business
1 answer:
astra-53 [7]1 year ago
4 0

Answer:

$30, 154.50

Explanation:

For compute the maximum amount, we need to calculate the present value which is shown below:

Present value would be

= Paying amount for five years × PVIFA factor at 11.2% for 5 years

= $8,200 × 3.6774

= $30,154.68 approx

Simply we multiplied the paying amount with the PVIFA factor to get the maximum paying amount

And, refer to the PVIFA table

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Water is flowing in a trapezoidal channel at a rate of Q 5 20 m3/s. The critical depth y for such a channel must satisfy the equ
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Answer / Explanation:

Kindly note that the question is incomplete. However, kindly find the complete question below and the answer.

Complete Question

Water is flowing in a trapezoidal channel at a rate of Q=20m³/s . The critical depth y for such a channel must satisfy the equation:

0 = 1 − Q² / gA³c . B Where g= 9.81m /s²  and Ac = the cross-section area can be related to depth y by B = 3+y and Ac = 3y+y²/2. Solve for the critical depth using (a). the graphical method,

Answer:

Given the equation,

0 = 1 − Q² / gA³c. B

Now substituting the given value g= 9.81m /s² , Q =20m³/s, B = 3+y, and Ac = 3y+y²/2,

We get:

0 = 1 - 20² / (9.81) ( 3y + y²/2)³ (3+y)

Hence we choose f(y) =  1 - 40.7747 / (3y + y²/2)³ . (3 + y) and solve for f(y) = 0

Therefore,

To solve using a graph, we take twelve sample points ( starting at y = 0.25 in step of 0.25m and plot a graph using MS- Excel. Kindly find the graph below.

2) As evident from the sample point and the graph function f(y) gets close to zero at y = 1.5, hence the root of f(y) = 0 is Xr = 1.5

6 0
2 years ago
Zhou owns a nonrental business with two separate departments. Department A generates net income of $70,000, and Department B gen
Margaret [11]

Answer: $58,000

Explanation:

If Zhou is allowed to treat the departments as components of a single activity then ALL the losses suffered by Department B can be offset against the Income of Department A because they will be treated as a singular business.

Seeing as Department A has a higher income of $70,000 than the loss of Department B of $58,000, all of Department B's loss can therefore be offset by Department A.

8 0
2 years ago
How much money does Lupe now have in her checking account?
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75 I think not 100% but that makes Sense
5 0
2 years ago
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What can organizations do to institutionalize organizational learning? What practices and policies would aid in knowledge acquis
elena-s [515]

Answer:

There are many things that a company can do to institutionalise learning and knowledge. Some of them doesn't even cost much and take a lot of time to be implemented.

Empowerment of individual employees. Giving them more autonomy in the job and the capacity to work freely with the peers.

Making teams rather than working individually. Team spirit is essential in the learning process and to promote sharing.

Conducting internal development and training programs on a regular basis.

Using social media platforms to connect the employees so that they are able to share their knowledge, expertise on a real-time basis.

Reducing the power gap between the employees and their superiors.

Explanation:

8 0
2 years ago
A portfolio consists of the following two funds. Fund A Fund B $ Invested $ 12,000 $ 8,000 Weight 60 % 40 % Exp Return 15 % 12 %
vova2212 [387]

Answer:

Sharpen Ratio   =            <u>    Rp  - Rf</u>

                         standard deviation of portfolio

                        =    <u>13.8%  - 3.6%</u>

                                     173.11%

                              =   0.05892

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workings

Return of portfolio   =   Ra*wa  +  Rb*Wb

                            =  15%*0.6  +  12%*0.4  

                           =   9%  +  4.8%  =  13.8%

Standard deviation of portfolio =  square root of variance

= √ stdA²wa² + stadB²wb² + 2wawbcorrAB

= √(24%*0.6)² +(14%*0.4)²  + 2*0.6*0.4*1.27

=  √207.36% + 31.36% + 0.6096

=  √2.9968

= 1.73

=  173.11%

                                                 

Explanation:

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2 years ago
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