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Electronic Distribution has a defined benefit pension plan. Characteristics of the plan during 2021 are as follows: ($ millions)

ruslelena [56]

Answer:

Please see below

Explanation:

1. Calculate the pension expense for 2021.

($ millions)

Service cost. $50

Interest cost. $30

Expected return on the plan assets

(1,300 × 6%). ($78)

Amortization of prior service cost $

Amortization of net gain or loss - AOCI $

Pension expense $2

2. Journal expense to record pension expense, gains or losses, prior service cost, funding and payment of benefits for 2021.

1.

Pension expense. Dr $2

Plan assets [expected return on assets] Dr $78

To PBO (50 + 30) Cr $80

(To record the pension expense)

2.

Prior service cost - OCI Dr $18

To PBO Cr $18

(To record the prior service cost)

3.

PBO Dr $36

To Gain - OCI Cr $36

(To record the gain from change in actuarial assumption)

4.

Loss- OCI [1,300 × 6%] - ($23). Dr $55

To Plan assets Cr. $55

(To record the gain or loss on assets)

5.

Plan assets. Dr $40

To Cash Cr. $40

(To record the funding)

6.

PBO Dr $46

To Plan assets. Cr 46

(To record the retiree benefits)

3. What amount will electronic distribution report in its 2021 balance sheet as a net pension asset or net pension liability.

PBO balance, Jan 1 $530

Service cost. $50

Interest cost. $30

Gain from change in actuarial assumption. ($36)

Prior service cost(New). $18

Benefit paid ($46)

PBO balance, December 31. $546

Plan assets balance, Jan 1. $300

Actual return on plan assets $23

Contributions $40

Benefits paid ($46)

Plan assets balance, December 31 $317

PBO balance, December 31 $546

Plan assets balance, December 31 $317

Net pension liability. $229

4 0

3 years ago

Constance tells Jill, her best employee, that: "Your work is so good, if I like what you do over the next six months, I’ll give

frozen [14]

Jill will not win because this is an illusory promise without consideration.

<u>Explanation:</u>

Even if Jill sues his boss Constance for not giving him the bonus that she had promised to give if her employee, Jill works with great focus and dedication, he will probably not win the case.

The reason for this is that it was just a promise and not a contract signed between that employer and that employee. It was just an illusory promise which is not enough to sue the person or the employer. So there was no benefit of doing it.

7 0

3 years ago

savings account a and savings account B both offer aprs of 11% but savings account A compounds intrest quarterly while Savings A

Sever21 [200]

The answer is savings account A.

Since savings account A compounds the interest quarterly it adds interest to the account every quarter. This makes it a more profitable account than one that compounds the interest semiannually. The reason is that the bank is adding interest more frequently, so you are earning interest on the interest that the bank has already paid you.

3 0

3 years ago

Read 2 more answers

Fillia, inc. worked on three jobs this period: job 14c, which cost $15,000; job 23a, which cost $28,000, and job 45b, which cost

mafiozo [28]

The cost of goods manufactured during the period would be the $15000 + $28000 + $23000 is $66000. In other words, the costs are the total amount of costs added up for all three of the projects since goods were presumably produced by all three projects.

7 0

3 years ago

Suppose a bank enters a repurchase agreement in which it agrees to buy Treasury securities from a correspondent bank at a price

Sergio039 [100]

Answer:

a. The yield on the repo if it has a 7-day maturity is 1.03%

b. The yield on the repo if it has a 21-day maturity is 0.34%

Explanation:

a. As per the information given in the question we have

Purchase price of treasury securities = $ 24,995,000

Repurchase price or Buy back price of treasury securities = $ 25,000,000

Maturity Period = 7 days

Applying the above values in the formula we have :

The formula for calculating the yield on repo is

= [ ( Repurchase price - Purchase price ) / Purchase price ] * ( 360 / Maturity Period )

= [ ( $ 25,000,000 - $ 24,995,000 ) / $ 24,995,000 ] * ( 360 / 7 )

= [ ( $ 5,000 ) / $ 24,995,000 ] * ( 360 / 7 )

= 0.0002 * 51.428571

= 0.010288

= 0.0103 ( when rounded off to four decimal places )

= 1.03 %

b. As per the information given in the question we have

Purchase price of treasury securities = $ 24,995,000

Repurchase price or Buy back price of treasury securities = $ 25,000,000

Maturity Period = 21 days

Applying the above values in the formula we have

= [ ( $ 25,000,000 - $ 24,995,000 ) / $ 24,995,000 ] * ( 360 / 21 )

= [ ( $ 5,000 ) / $ 24,995,000 ] * ( 360 / 21 )

= 0.0002 * 17.142857

= 0.003429

= 0.0034 ( when rounded off to four decimal places )

= 0.34 %

4 0

3 years ago