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guajiro [1.7K]
3 years ago
8

Calculate the present value of an annuity immediate with 20 annual payments of 500 if the first payment of the annuity immediate

starts at the end of the fifth year. The annual effective interest rate is 8%.
Business
1 answer:
Yanka [14]3 years ago
8 0

Answer:

500 x 6.6818 = $3,340.9

Explanation:

Calculate the present value of an annuity immediate with 20 annual payments of 500 if the first payment of the annuity immediate starts at the end of the fifth year. The annual effective interest rate is 8%.

PV of an Annuity = C x [ (1 – (1+i)-n) / i ]

But since the annuity immediate is starting at year 5 to year 25, we compute annuity at year 25 and less annuity at year 5 - to get the 20 years in between.

500 x [(1 - (1+0.08)^ - 25)/0.08] - 500 x [1-(1+0.08^-5)/0.08]

500 x (10.6748 - 3.993)

500 x 6.6818 = $3,340.9

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Question number 6 I need help
tia_tia [17]

Answer:

6. a)

total fixed costs = $600,000

product mix:

1 Diablo: 2 Call of Duty: 3 Sekiro: 4 Starcraft II

Contribution margin per unit:

  • Diablo = $55 - $22 = $33
  • Call of Duty = $48 - 17 = $31
  • Sekiro = $33 - $12 = $21
  • Starcraft = $22 - $11 = $11

Contribution margin per product mix = $33 + (2 x $31)) + (3 x $21) + (4 x $11) = $172

break even number (in product mix) = $600,000 / $172 = 3,488.37 ≈ 3,489 product mixes

6.b)

  • Diablo = 3,489 games
  • Call of Duty = 3,489 x 2 = 6,978 games
  • Sekiro = 3,489 x 3 = 10,467 games
  • Starcraft = 3,489 x 4 = 13,956 games

7 0
3 years ago
Eagle Equipment Corporation discharges Jay, who then sues Eagle for employment discrimination under Title VII. Eagle learns that
Karo-lina-s [1.5K]

Answer:

The correct answer is D

Explanation:

Title VII of the 1964, Civil Rights Act, states the federal law and it prohibits the employers from discriminating the employees on the grounds of color, sex, religion, race and national origin.

So, in this case, Jay sues the corporation against this title, but the corporation learns that Jay lied on his job application and on this ground the corporation would fired him. This is done after acquiring the evidence and it is not a defense.

4 0
3 years ago
On January 1, 2016, Brian's stock portfolio is worth $100,000. On September 30, 2016, $5,000 is withdrawn from the portfolio, an
defon

Answer:

1.93%

Explanation:

The time weighted rate of return will be computed by combining the return at every time period demarcated by a withdrawal/addition.

<em>Time 1: Jan 1, 2016 to Sep 30, 2016</em>

start value = 100,000; end value = (105,000+5,000) = 110,000

Return = \frac{110,000}{100,000}=1.1

<em>Time 2: Sep 30, 2016 to Sep 30, 2017</em>

start value = 105,000; end value = 108,000

Return = \frac{108,000}{105,000}=1.028571

<em>Time 3: Sep 30, 2017 to Dec 31, 2017</em>

start value = (108,000 + 3,000) = 111,000; end value = 100,000

Return = \frac{100,000}{111,000}=0.900901.

Therefore, time weighted return

= (1.1 * 1.028571 * 0.900901) - 1

= 0.019305

= 1.93%.

3 0
3 years ago
Suppose that an investor is considering three alternative strategies: conservative, neutral, or aggressive. If economic conditio
Elan Coil [88]

Answer:

The answer is: Following the expected value criterion the investor should choose indistinctively between the conservative or neutral alternatives.

Explanation:

The formula we use to calculate the expected return value of the different alternatives is:

            ERV = ∑ (expected return x probability of occurrence)

The conservative alternative has an expected return value of of 4.5%

ERV Conservative = (6% x 25%) + (4% x 75%) = 4.5%

The neutral alternative also has an expected return value of of 4.5%

ERV Neutral = (12% x 25%) + (4% x 75%) = 4.5%

The aggressive alternative has an expected return value of of -1%

ERV Aggressive = (20% x 25%) + (-8% x 75%) = -1%

3 0
3 years ago
A corporation issued $580000, 10%, 5-year bonds on January 1, 2020 for $626400, which reflects an effective-interest rate of 7%.
ioda

Answer:

The correct answer is option (B).

Explanation:

According to the scenario, the given data are as follows:

For Jan.1,2020 value = $626,400

Interest rate = 7%

So, we can calculate the amount of bond interest expense by using following formula:

Interest Expense = Carrying Value × Market Interest Rate

By putting the value of following

Interest expense = $626,400 × 7%

= $626,400 × 0.07

= $43,838

Hence, the amount of bond interest expense to be recognized on December 31, 2020, is $43,838.

7 0
3 years ago
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