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scoray [572]
3 years ago
9

In keeping with modernization of corporate statutes in its home state, UMC Corporation decided in 2016 to discontinue accounting

for reacquired shares as treasury stock. Instead, shares repurchased will be viewed as having been retired, reassuming the status of unissued shares.
As part of the change, treasury shares held were reclassified as retired stock. At December 31, 2015, UMC's balance sheet reported the following shareholders' equity:
($ in millions)
Common stock, $1 par $225
Paid-in capital - excess of par 900
Retained earnings 1,020
Treasury stock (6 million shares at cost) (35)
Total shareholders' equity $2,110
Required:
a. Identify the type of accounting change this decision represents.
1. This is a change in accounting estimate
2. change in accounting method
3. change in reporting entry
4. change in accounting principle .
b. Prepare the journal entry to effect the reclassification of treasury shares as retired shares. (If no entry is required for a transaction/event, record "No journal entry required" in the first account field. Enter your answers in millions (i.e., 10,000,000 should be entered as 10).)
Record the entry to reclassify treasury shares as retired shares.
Business
1 answer:
Delicious77 [7]3 years ago
3 0

Answer:

A. This is a change in accounting principles

B.

Dr Common stock 6

Dr Paid-in capital—excess of par 24

Dr Retained earnings 5

Cr Treasury stock 35

Explanation:

A. This is a change in accounting principle

B. Entry to reclassify treasury shares as retired shares.

General Journal

Dr Common stock 6

Dr Paid-in capital—excess of par 24

Dr Retained earnings 5

Cr Treasury stock 35

Common stock ($1 par × 6million shares retired) $6 million.

Paid-in capital—excess of par

$900 million ÷ 225 million shares = $4

$4 × 6million shares retired = $24 million.

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3 years ago
Suppose that the demand for steel in Japan is given by the equation Qd S = 1200 – 4PS + PA + PT, where QS is the quantity of ste
timurjin [86]

Answer: See explanation below for answer.

Explanation:

a) In equilibrium the quantity supplied will equal the quantity demanded in all three markets. Algebraically this implies:

Qd S = Qs S

Qd A = Qs A

Qd T = Qs T

Substituting in the given curves implies:

1200 - 4PS + PA + PT = 4PS

1200 - 4PA + PS + PT = 4PA

1200 - 4PT + PS + PA = 4PT

Solving the first equation for PT and substituting into the second equation implies:

1200 - 4PA + PS + (8PS - PA - 1200) = 4PA

9PS = 9PA

Cancel 9 on both sides, we have:

=> PS = PA

Substituting these results into the third equation implies:

1200 - 4(8PA - PA - 1200) + PA + PA = 4(8PA - PA - 1200)

=> 10800 = 54PA

=> PA = 200

At:

PA = 200

PS = 200

PT = 200

The equilibrium quantities are:

QA = 800

QS = 800

QT = 800

b) Substituting the new supply curve for steel into the equilibrium condition, we have:

1200 - 4PS + PA + PT = PS

1200 - 4PA + PS + PT = 4PA

1200 - 4PT + PS + PA = 4PT

Again solving for PT in the first equation and substituting into the second equation, we have:

1200 - 4PA + PS + (5PS - PA - 1200) = 4PA

=> 6PS = 9PA

=> PS = 1.5PA

Substituting these results into the third equation, we have:

1200 - 4(5(1.5PA) - PA - 1200) + 1.5PA + PA = 4(5(1.5PA) - PA - 1200)

=> 10800 = 49.5PA

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At:

PA = 218.18

PS = 327.27

PT = 218.18

At these prices, the equilibrium quantities are:

QA = 872.72

QS = 327.27

QT = 872.72

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c) Returning to the original equilibrium, this shift in the demand for aluminum implies:

1200 - 4PS + PA + PT = 4PS

1500 - 4PA + PS + PT = 4PA

1200 - 4PT + PS + PA = 4PT

Solving the first equation for PT and substituting into the second equation, we have:

1500 - 4PA + PS + (8PS - PA - 1200) = 4PA

=> 9PS + 300 = 9PA

=> PS = PA - 33.33

Substituting these results into the third equation, we have:

1200 - 4(8(PA - 33.33) - PA - 1200) + (PA - 33.33) + PA = 4(8(PA - 33.33) - PA - 1200)

=> 12900 = 54PA

=> PA = 238.89

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PA = 238.89

PS = 205.56

PT = 205.56

At these prices, the equilibrium quantities are:

QA = 955.56

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Answer:

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3. What is the labor spending variance?

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4. What is the labor rate variance and the labor efficiency variance?

  • labor rate variance = (standard rate - actual rate) x actual hours = ([$5.40 - ($43,628/8,390 hours)] x 8,390 hours = ($5.40 - $5.20) x 8,390 hours = $0.20 x 8,390 = $1,678 favorable
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