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yKpoI14uk [10]
3 years ago
11

Two costs at Bradshaw Company appear below for specific months of operation. Month Amount Units Produced Delivery costs Septembe

r $ 40,000 40,000 October 55,000 60,000 Utilities September $ 84,000 40,000 October 126,000 60,000 Which type of costs are these?
Business
1 answer:
sp2606 [1]3 years ago
5 0

Answer:

The correct answer is "Delivery cost are mixed and utilities are variable"

Explanation:

Delivery total cost = (Fixed cost + variable cost)

Utilities= (variable cost) If you sold more, your utilities would increase

A fixed cost is a cost that does not change with an increase or decrease independently of the number of products produced or sold.

Variable costs increase or decrease depending on a company's production volume or sell.

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NDS Industries is evaluating a project with an initial investment at Time 0 of $640,000. The present value of the levered cash f
RoseWind [281]

Answer: $67600

Explanation:

Using the flow-to-equity method of valuation, the amount borrowed will be calculated thus:

NPV = $157000

Add : Initial investment = $640000

Present value of cash inflow = $797000

Less : Present value of Levered cash flow = $729400

Amount borrowed = $67600

Therefore, the amount borrowed is $67600.

3 0
3 years ago
Compute the payback period for each of these two separate investments:
musickatia [10]

Answer:

1.89 years and 2.91 years

Explanation:

The formula to compute the payback period is shown below:

= Initial investment ÷ Net cash flow

For first case

The initial investment is $260,000

And, the net cash flow is shown below:

= Depreciation + incremental after tax income

where,

Depreciation equals to

= (Original cost - residual value) ÷ (useful life)

= ($260,000 - $10,000) ÷ (4 years)

= ($20,000) ÷ (4 years)  

= $62,500

And the incremental after tax income is $75,000

So, the net cash flow would equal to

= $62,500 + $75,000

= $137,500

So, the payback period would be

= $260,000 ÷ $137,500

= 1.89 years

For second case

The initial investment is $170,000

And, the net cash flow is shown below:

= Depreciation + incremental after tax income

where,

Depreciation equals to

= (Original cost - residual value) ÷ (useful life)

= ($170,000 - $14,000) ÷ (9 years)

= ($156,000) ÷ (9 years)  

= $17,333

And the incremental after tax income is $41,000

So, the net cash flow would equal to

= $17,333 + $41,000

= $58,333

So, the payback period would be

= $170,000 ÷ $58,333

= 2.91 years

5 0
3 years ago
In 2021, the Westgate Construction Company entered into a contract to construct a road for Santa Clara County for $10,000,000. T
Juli2301 [7.4K]

Answer:

Explanation:

                                                     2021            2022          2023

Bills during the year               2,180,000   2,644,000  5,176,000

Cost incurred in the year       2,016,000   2,808,000  2,613,600

Cumulative cost to date         2,016,000   4,824,000   7,437,000

Estimated cost to complete   5,184,000    2,376,000         0

Estimated total cost                7,200,000    7,200,000     7,437,000

percentage completion

2,016,000/7,200,000*100 =28%

4,824,000/7,200,000*100 = 67%

7,437,000/7,437,000 *100=100%

Percentage Completion                 28                 67              100

Contract price                           10,000,000

Less cumulative cost                 (7,437,000)

Gross profit                                 2,563,000

Contract value 2021  10,000,000* 28 %  =2,800,000

                          2022 10,000,000* 67%    = 6,700,000

                          2023  10,000,000*1005  = 10,000,000

Contract value                           2,800,000     6,700,000    10,000,000

less revenue recognized                                   2,800,000     6,700,000

                                                    2,800,000       3,900,00       3,300,000

less cost incurred in the year  2,016,000        2,808,000     2,613,000

Profit recognized                        784,000          1,092,000      687,000

8 0
3 years ago
You can invest in an account that pays simple interest or an account that pays compound interest. In either case, you plan to in
trasher [3.6K]

Answer:

You will receive $201.38 more interest if the investment is made with a compound interest rate rather than a simple interest rate.

Explanation:

<u>Simple interest rate</u>

We can calculate how much interests you'd obtain if you deposited the $2,600 in a simple interest rate account.

We start using the following formula for calculating the simple interests:

I=P * r

Where:

<em>I</em> are the interests per year,

<em>P</em> is the amount being invested,

<em>r</em> is the interest rate.

Replacing in the formula with the given values we have:

I=2600*0.05=130

We then proceed to multiply this result by the <em>given number of years</em>, which is 8. We get 130*8=1040.

Finishing with the <em>simple interest rate</em>, if we wanted to know how much is the investment worth at the end of a 8 year period, we must merely add <em>the principal</em> (the $2,600) to the total interests after the end of the period ($1040). So 2600+1040= 3640.

We'll use these results later.

<u>Compound interest rate</u>

The formula for compound interests is the following:

I=P(1+r)^n

Where:

<em>I</em> is the value of the investment after <em>n</em> years,

<em>P</em> is the principal amount being invested,

<em>r</em> is the interest rate,

<em>n</em> are the number of years the investment is compounded.

Replacing in the formula with the given values we have:

I=2600*(1+0.05)^8=3841.38

After the 8 year period, the investor will have $3841.38 in it's compounded interest account.

<u>Comparing these results</u>

<u></u>

We can simply substract the value of both investments at the end of a 8 year period, to determine how much more interest does the compound interest rate account give in relation to a simple interest rate account.

The values we've gotten were:

$3,640 for the simple interest rate account, and

$3,841.38 for the compounded interest rate account.

3841.38-3640=201.38. Therefore the answer is: the account that pays compounded interests will pay $201.38 more to this invididual, compared to an account that pays simple interest.

8 0
4 years ago
Why do you think it is important to consider both salary and benefits when applying for a job?
alexira [117]

Answer: It is important because an employee needs to have other rights beyond a salary.

Explanation: Although it is true that a person who applies for a job in return receives a salary, many times the work to do for the development and well-being of the company is greater than what he receives. Many people work tirelessly so that the place where they are working can continue to function properly. In many cases, the salary you receive is a salary that may be little and that does not compensate for many things. The benefits give the employee the opportunity to enjoy certain things and thus lighten the burden of him since not everything has to come from salary.

7 0
3 years ago
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