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zheka24 [161]
3 years ago
9

Project A had an initial investment of $4 million, out of which $2 million has already been spent. A new Project B needs $1.5 mi

llion to complete and will meet the same objectives as Project A. Which project should you select? You can only pick one. DEVELOP PROJECT CHARTER T&T Question You're managing a software project for a manufacturing company. A new computer, which costs $50,000 including shipping and installation, will speed up the development process and cause a gross savings of $100,000 after one year of purchase of the computer. Assuming an interest rate of 10% per annum, what's the NPV of the savings?
A. $90,000
B. $40,909
C. $45,555
D. $91,110
Business
1 answer:
andrey2020 [161]3 years ago
8 0

Answer:

A

Decision: Project A should be selected.

B

NPV =$40,909.09

Explanation

A

<em>Since the two projects would achieve the same objectives, the project with the lowest initial cost should be selected.</em>

Kindly note that the $2 million already spend on project A is not a relevant cash flow because it  is sunk cost. Hence, the initial cos outlay of project A will be $2 million which will be spent should the project be undertaken.

Project B on the other hand would cost $1.5 million in initial cost which is $500,000 cheaper than project A.

Decision: Project A should be selected.

B

<em>The NPV is the difference between the PV of cash inflows and the PV of cash outflows. A positive NPV implies a good investment decision and a negative figure implies the opposite.  </em>

NPV of an investment:  

NPV = PV of Cash inflows - PV of cash outflow  

Initial cost = 50,000

The NPV of the savings

NPV = 100,000× 1.1^(-1) - 50,000= 40,909.09

NPV =$40,909.09

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3 years ago
Which terms will make the following statement true? When manufacturing overhead is overapplied, the Manufacturing Overhead accou
kupik [55]

Answer:

Answer is a) debit, actual

Manufacturing Overhead account has a debit balance and applied manufacturing overhead is greater than the actual manufacturing overhead

Explanation:

Overheads are applied to product costs using budgeted overhead rates. Budgeted rates are used because the delays in obtaining actual overhead affects timeous product valuation for profit purposes

Over applied situation occurs when the applied overheads exceeds the actual manufacturing overhead.

<em>The Manufacturing Overhead Account will have the following entries:</em>

Transfer to work in Progress figure - credit (with applied overheads)

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8 0
3 years ago
A total of $42,000 is invested in two municipal bonds that pay 4.25% and 7.75% simple interest. The investor wants an annual int
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Answer:

$14,000 should be invested in the 4.25% bond.

Explanation:

Let's assume

Investment in bond with a coupon rate of 4.25% = x  

Investment in bond with a coupon rate of 7.75% = y

According to given condition

x + y = $42,000 (i)

4.25%x + 7.75%y = $2,765

or

0.0425x + 0.0775y = $2,765 (ii)

Multiplying the equiation (i) by 0.0425

0.0425x + 0.0425y = $1,785 (iii)

Subtracting equation (iii) from equation (ii)

0.0425x + 0.0775y =  $2,765

<u>-0.0425x - 0.0425y = -$1,785</u>

0 + 0.0350y = $980

0.0350y = $980

y = $980 / 0.0350

y = $28,000

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x + $28,000 = $42,000

x = $42,000 - $28,000

x = $14,000

Hence

Investment in bond with a coupon rate of 4.25% = x  = $14,000

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Company FM2 must pay 100,000 in 4 years. In order to fully immunize from changes in interest rate, the company invests in a 3 ye
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Answer:

5. 11.1%

Explanation:

the options for this question are missing:

  1. 5%
  2. 7.8%
  3. 10%
  4. 10.5%
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I prepared the following equation:

$100,000 = $45,000(1 + i)³ + x(1 + i)⁵

There is something that we must remember about zero coupon bonds, and that is that they are sold in thousands. This equation is complex, but there is an easier way to solve it. We can plug in the options to determine which % will result in a possible answer.

The answer is 11.1%, since the other options resulted in numbers which are not even close to a thousand.

$100,000 = $45,000(1.111)³ + x(1.111)⁵

$100,000 = $61,709.88 + 1.2763x

$38,290.12 = 1.2763x

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