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Lisa [10]
3 years ago
9

Andrews Company has five employees participating in its defined benefit pension plan. Expected years of future service for these

employees at the beginning of 2014 are as follows. On January 1, 2014, the company amended its pension plan, increasing its projected benefit obligation by $72,000.
Compute the amount of prior service cost amortization for the years 2014 through 2019 using the years-of-service method, setting up appropriate schedules.

Business
1 answer:
MrMuchimi3 years ago
7 0

Answer and Explanation:

Computation of service years

Year  Jim  Paul  Nancy  Dave  Kathy Total × Cost  Amortization

2014   1       1         1             1          1      5    × 3,000 $15,000

2015   1      1         1              1          1      5     ×  3,000 $15,000

2016   1       1         1             1          1      5    ×   3,000 $15,000

2017            1        1              1          1    4     ×   3,000   $12,000

2018                     1              1          1     3     ×   3,000   $9,000

2019                                   1          1      2    ×   3,000   $6,000

Total                                                                             $72,000

Future years of service

Jim         3

Paul       4

Nancy    5

Dave      6

Kathy     6

Total      24

Working note:-

Cost per service year = Benefit obligation ÷ Total

= $72,000 ÷ 24

= $3,000

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marishachu [46]

Answer:

PVxa = $27,132.00, PVya = $26,413.00,

Explanation:

Present value (PV) is the value of the future expected cash flow. PV rests on the idea that the worth of a cash received is more than that of the cash promised to be received in the future. To calculate PV a stream of incomes to be received a number of period in the future, the following formula is used:

PV = C[\frac{1-(1+r)^{-n} }{r} ]

Where PV = present value

C = cash flow amount from the investment

r = discount rate

n = number of period, in this case years, to receive the cash flow.

The PV formula above is therefore employed to answer the question as follows:

<u>Answer to question (a) </u>

<em>For Investment X in question (a)</em>

PVxa = $4,200 * {[1-(1+r)^-n]/r}

PVxa = $4,200 * {[1-(1+0.05)^-8]/0.05}

PVxa = $4,200 * 6.463212759

PVxa = $27,145.49      

<em>For Investment Y in question (a)</em>

PVya = $6,100*{[1-(1+r)^-n]/r}

PVya = $6,100*{[1-(1+0.05)^-5]/0.05}

PVya = $6,100 * 4.329476671

PVya = $26,409.81  

<u>Answer to question (b) </u>

<em>For Investment X in question (b)</em>

PVxb = $4,200 * {[1-(1+r)^-n]/r}

PVxb = $4,200 * {[1-(1+0.15)^-8]/0.15}

PVxb = $4,200 * 4.487321508

PVxb = $18,846.75  

<em>For Investment Y in question (b)</em>

PVyb = $6,100*{[1-(1+r)^-n]/r}

PVyb = $6,100*{[1-(1+0.15)^-5]/0.15}

PVyb = $6,100 * 3.352155098

PVyb = $20,448.15  

Where PVxa, PVya, PVxb and PVyb represents PV for X and Y in questions (a) and (b).

Decisions:

1. In question (a) part where the PV of $27,145.49 of X is greater than $26,409.81 of investment Y, it is better to invest on investment X.

2. In question (b) part where the PV of $20,448.15 of Y is now greater than $18,846.75 of investment X, it is better to invest on investment Y.

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Considering the subsequent description given in the question, At the Bourg Company, a primary <u>sales goal</u> is to increase the monthly revenue by 10%.

This is evident in the fact that Bourg considers revenue targets a vital part of the company strategy. Here, the revenue of a company is derived from <u>sales</u>.

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You have just made your first $4,400 contribution to your retirement account. Assume you earn a return of 13 percent per year an
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Answer: $152,309.69

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