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prisoha [69]
3 years ago
9

On March 1, 2016, Gold Examiner receives $159,000 from a local bank and promises to deliver 95 units of certified 1-oz. gold bar

s on a future date. The contract states that ownership passes to the bank when Gold Examiner delivers the products to Brink�s, a third-party carrier. In addition, Gold Examiner has agreed to provide a replacement shipment at no additional cost if the product is lost in transit. The stand-alone price of a gold bar is $1,710 per unit, and Gold Examiner estimates the stand-alone price of the replacement insurance service to be $90 per unit. Brink�s picked up the gold bars from Gold Examiner on March 30, and delivery to the bank occurred on April 1.
Required:
1. How many performance obligations are in this contract?


2. to 4.
Prepare the journal entry Gold Examiner would record on March 1, March 30 and April 1. (If no entry is required for a transaction/event, select "No journal entry required" in the first account field.)

Business
1 answer:
Levart [38]3 years ago
8 0

Answer:

Detailed step wise solution is given below:

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Blumen Textiles Corporation began April with a budget for 22,000 hours of production in the Weaving Department. The department h
tankabanditka [31]

Answer:

A. 1300 Favorable

B. $7,200 UnFavorable

Explanation:

A. Calculation to determine the variable factory overhead controllable variance

First step is to calculate the Budgeted rate of variable overhead

Budgeted rate of variable overhead = $50,600/22,000

Budgeted rate of variable overhead= $2.3per hour

Second step is to calculate the Standard variable overhead for actual production

Standard variable overhead for actual production = 23,000 x $2.3

Standard variable overhead for actual production = $52,900

Now let calculate the Variable factory overhead controllable variance using this formula

Variable factory overhead controllable variance = Standard variable overhead - Actual variable overhead

Let plug in the formula

Variable factory overhead controllable variance= $52,900 - ($86,400 - 34,800)

Variable factory overhead controllable variance= 1300 Favorable

Therefore Variable factory overhead controllable variance is 1300 Favorable

B. Calculation to determine the fixed factory overhead volume variance.

First step is to calculate the Predetermined fixed overhead rate using this formula

Predetermined fixed overhead rate = 34,800/29,000

Predetermined fixed overhead rate = $1.20 per hour

Second step is to calculate the Fixed overhead applied

Using this formula

Fixed overhead applied = Standard hours x Standard rate

Let plug in the formula

Fixed overhead applied= 23,000 x $1.20

Fixed overhead applied= $27,600

Now let calculate the Fixed overhead volume variance using this formula

Fixed overhead volume variance = Fixed overhead applied - Budgeted fixed overhead

Let plug in the formula

Fixed overhead volume variance= $27,600 - 34,800

Fixed overhead volume variance= $7,200 UnFavorable

Therefore The Fixed overhead volume variance is $7,200 UnFavorable

5 0
3 years ago
C. "Higher level professions require indepth knowledge, good skill, and In
Oxana [17]

Answer:

Motivation and enthusiasm. Your next employer is investing in you, so they need to see that you are enthusiastic about working and motivated in your career.

Explanation:

6 0
3 years ago
Alan's employer maintains a long-term disability income plan on which it pays all premiums. Last year, Alan received $40,000 in
Margarita [4]

Answer:

$40,000

Explanation:

If Alan had paid the disability insurance himself, then disability income would not be taxable. But since Alan's employer paid the disability insurance premiums, then any disability payments that Alan received must be included in his gross income and are taxable.

6 0
3 years ago
CureAll, a pharmaceutical company, develops a new drug to treat restless legs syndrome. An experiment to test the drug's efficac
adoni [48]

Answer:

double-blind experiment

Explanation:

A double-blind experiment is one in which both the experimenter and the subjects don't have knowledge of which treatment is given to which participant.

The aim of this method is to avoid bias especially from demand characteristics (experimenter expectation) and placebo effect (perception of benefit from an ineffective substance).

Double-blind experiment is used when CureAll develops a new drug to treat restless legs syndrome, and test the drug's efficacy is designed in such a way that neither the experimenter administering the drug or participants knows which drug is administered.

4 0
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

=> PA = 218.18

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

The shift in the supply of steel raises the equilibrium price for all three goods, lowering the equilibrium quantity of steel and raising the equilibrium quantities of aluminum and titanium. This last effect comes as a result of the demand curves for aluminum and titanium increasing in response to the shift in the steel supply curve.

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

At:

PA = 238.89

PS = 205.56

PT = 205.56

At these prices, the equilibrium quantities are:

QA = 955.56

QS = 822.24

QT = 822.24

An increase in the demand for aluminum will raise the equilibrium prices and quantities in all three markets. The price and quantity in the steel and aluminum industries increase because as the price of aluminum rises, the demand for steel and titanium increases.

5 0
3 years ago
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