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Anvisha [2.4K]
3 years ago
14

Trago Company manufactures a single product and has a JIT policy that ending inventory must equal 20% of the next month's sales.

It estimates that May's ending inventory will consist of 59,000 units. June and July sales are estimated to be 295,000 and 305,000 units, respectively. Compute the number of units to be produced that would appear on the company's production budget for the month of June.
Business
2 answers:
nikdorinn [45]3 years ago
4 0

Answer:

297,000 units

Explanation:

Key to note is that the JIT policy allows that ending inventory must equal 20% of the next month's sales. This is an important consideration in determining the amount to be produced in the month as the relationship between all these may be stated as

Opening balance + production - units sold = closing balance

Ending balance for June = 20% * 305,000

= 61,000 units

59,000 + production - 295,000 = 61,000

Production = 61,000 + 295,000 - 59,000

= 297,000 units

Colt1911 [192]3 years ago
3 0

Answer:

The number of units that would appear in June's production budget are 297000 units.

Explanation:

The production in June will contain 80% units that relates to June's budgeted sales and 20% units that relate to July's budgeted sales. Thus, the number of units that are to be produced in June are:

June's Production = 0.8 * 295000 + 0.2 * 305000 = 297000 units

Thus, in June, 297000 units will be produced.

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The "<span>strictness"</span><span> problem occurs when supervisors tend to rate all their subordinates consistently low.
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Fickel Company has two manufacturing departments—Assembly and Testing &amp; Packaging. The predetermined overhead rates in Assem
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Answer:

Instructions are listed below.

Explanation:

Giving the following information:

The predetermined overhead rates:

Assembly= $22 per direct labor-hour

Testing & Packaging= $18.00 per direct labor-hour

The company’s direct labor wage rate is $24.00 per hour.

Job N-60:

Assembly:

Direct materials $390

Direct labor $228

Testing & Packaging:

Direct materials $45

Direct labor $132

1) To calculate the total manufacturing cost, first, we need to allocate overhead. To do that, we need direct labor hours for each department.

<u>Assembly:</u>

Direct labor hours= 228/24= 9.5

<u>Testing:</u>

Direct labor hour= 132/24= 5.5

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

Allocated MOH= 22*9.5 + 18*5.5= $308

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

Total manufacturing cost= (390 + 45) + (228 + 132) + (308)= $1,103

2) Unitary cost= 1,103/10= $110.3

6 0
3 years ago
On July 1, 2019, Noble, Inc. issued 9% bonds in the face amount of $10,000,000, which mature on July 1, 2025. The bonds were iss
gladu [14]

Answer:

$322,400

Explanation:

Calculation for At June 30, 2021, Noble's unamortized bond discount

First step is to calculate unamortized bond for 2019-2020

Unamortized bond 2019-2020= $9,560,000 + [($9,560,000 × .1) - ($10,000,000 × .09)]

Unamortized bond 2019-2020=$9,560,000 + [($9,560,000 - $900,000)]

Unamortized bond 2019-2020=$9,560,000 + $56,000

Unamortized bond 2019-2020= $9,616,000

Second step is to calculate Unamortized bond for 2020-2021

Unamortized bond 2020-2021= $9,616,000+ [( × $9,616,000.1) - ($10,000,000 × .09)]

Unamortized bond 2020-2021=$9,616,000 + ($961,600 - $900,000)

Unamortized bond 2020-2021 = $9,677,600

Now let calculate unamortized bond discount

Unamortized bond discount =$10,000,000 - $9,677,600

Unamortized bond discount = $322,400

Therefore At June 30, 2021, Noble's unamortized bond discount should be $322,400

4 0
3 years ago
What does an organization use to manage its operations across several industries and several markets simultaneously? a. Tactical
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The strategy an organization employs to manage its operations across several industries and several markets simultaneously is called Corporate-level strategy.

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The three levels of strategy utilized in a business organization are:

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As the Chief Investment Officer for "A Nyce Place to Work" you have been given the opportunity to invest in the Super-Tazer. It
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Answer:

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= (0.25 * 0.10) + (0.50 * 0.25) + (0.25 * 0.40)

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