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Margaret [11]
3 years ago
8

In year 2, Rossman Corp, changed its inventory method from FIFO to the weighted average method. The change resulted in a decreas

e in beginning inventory for year 2 of $10,000. What were the income statement effects of this change?
Earnings per share for year 1 decreased
Business
1 answer:
Mila [183]3 years ago
5 0

Answer:

True

Explanation:

The reason is that the opening inventory value of year 2 is the closing amount of the year 1. Its similar to the closing cash amount left in till at the end of year 1 is the opening amount at the year 2. So the opening inventory of year 2 is closing inventory of year 1. This means the closing inventory of year 1 has decreased by $10,000.

As we know that:

Cost of goods sold = Op. Inventory + Purchases - Cl. Inventory

This means if the closing amount increases the cost of goods decreases and in the given scenario the closing inventory of year 1 has been decreased which means that the cost of goods sold has increased which will decrease the profit. And if the profit decreases then:

Earning per share = Profit after tax (Decreased) / Number of share (Same)

As the profit has decreased the earning per share will also decrease.

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Abbe Corporation uses activity-based costing. The company makes two products: Product A and Product B. The annual production and
zepelin [54]

Answer:

Activity Rates are:

1 = $14.55 per activity

2 = $8.69 per activity

3 = $57.47 per activity

Cost per product

A = $32.2525

B= $34.7333

Explanation:

As for the provided information,

There are three activities.

Activity 1 = $17,460 and total = 1,200

Rate of activity = $17,460/1,200 = $14.55 per activity

Activity 2 = $19,987 and total activity = 2,300

Rate of activity = $19,987/2,300 = $8.69 per activity

Activity 3 = $29,884 and total activity = 520

Rate of activity = $29,884/520 = $57.47 per activity.

Costs of each product

Product A = ($14.55 \times 600) + ($8.69 \times 1,700) + ($57.47 \times 40)

= $8,730 + $14,773 + $2,298

= $25,801

Cost per unit = $25,802/800 = $32.2525

Product B = ($14.55 \times 600) + ($8.69 \times 600) + ($57.47 \times 120)

= $8,730 + $5,214 + $6,896

= $20,840

Cost per unit = $20,840/600 = $34.73

7 0
3 years ago
Jmes Graham Manufacturing is a small manufacturer that uses machine-hours as its
IgorLugansk [536]

Answer:

Instructions are below.

Explanation:

Giving the following information:

Company - Job 62 - Job 63

Direct materials: $60,000 - $4,500 - $7,100

Direct labor: $25,000 - $2,500 - $4,200

overhead costs $72,000

Machine hours: 90,000 - 1,350 - 3,100

During 2019, the actual machine-hours totaled 95,000, and actual overhead costs were $71,000. Job 62 consisting of 1,000 units and Job 63 consisting of 2000 units were completed during the month.

A) To calculate the estimated manufacturing overhead rate we need to use the following formula:

Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base

Estimated manufacturing overhead rate= 72,000/90,000

Estimated manufacturing overhead rate=  0.8 per machine-hour

B) Total manufacturing cost= direct material + direct labor + allocated overhead

Job 62:

Total manufacturing cost= 4,500 + 2,500 + 0.8*1,350

Total manufacturing cost= $8,080

Job 63:

Total manufacturing cost= 7,100 + 4,200 + 0.8*3,100

Total manufacturing cost= $13,780

C) Unitary cost= total cost/ number of units

Job 62:

Unitary cost= 8,080/1,000= $8.08

Job 63:

Unitary cost= 13,780/2,000= $6.89

D) First, we need to apply overhead for the company as a whole:

Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base

Allocated MOH= 0.8*95,000

Allocated MOH= $76,000

Now, we can calculate the over/under applied overhead:

Under/over applied overhead= real overhead - allocated overhead

Under/over applied overhead= 71,000 - 76,000

Overapplied overhead= $5,000

E) Job 62= 14,000

Job 63= 18,000

Gross profit= sales - cost of goods sold

Job 62:

Gross profit= 14,000 - 8,080= $5,920

Job 63:

Gross profit= 18,000 - 13,780= $4,220

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