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KengaRu [80]
3 years ago
11

The trial balance of Mendez Company at the end of its fiscal year, August 31, 2022, includes these accounts: Beginning Inventory

$18,700; Purchases $154,000; Sales Revenue $190,000; Freight-In $8,000; Sales Returns and Allowances $3,000; Freight-Out $1,000; and Purchase Returns and Allowances $5,000. The ending inventory is $21,000.
Business
1 answer:
Tomtit [17]3 years ago
6 0

Answer:

Gross Profit: 186,000 - 154,700 = 31,300

COGS: 154,700

Net Sales: 186,000

Explanation:

Beginning Inventory                         18,700

Purchases                                       154,000

Freight-In                                            8,000

Purchase Returns and Allowances (5,000)

Ending inventory                         <u>    (21,000)  </u>

COGS                                               154,700

Sales Revenue                            190,000

Sales Returns and Allowances     (3,000)

Freight-Out                                 <u>    (1,000)  </u>

Net Sales:                                    186,000

Gross Profit: 186,000 - 154,700 = 31,300

Notes: the freight-in are cost required to get the inventory ready for sale so arec capitalized through inventory

the freight-out is part of the effort to sale, thus decrease the sales figure.

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The following standards for variable manufacturing overhead have been established for a company that makes only one product:
pantera1 [17]

Answer:

c $4,450 U

Explanation:

The computation of the Variable overhead spending variance  is shown below:

= (Standard variable overhead Rate × Actual Hour) - (Actual Rate × Actual Hour)

= ($12 × 400 units × 5.6 hours) - ($31,330)

= $26,880 - $31,330

= $4,450 Unfavorable

The (Actual Rate × Actual Hour) is also called as Actual variable overhead.

All other information which is given is not relevant. Hence, ignored it

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3 years ago
Neilsen Cookie Company sells its assorted butter cookies in containers that have a net content of 1 lb. The estimated demand for
velikii [3]

Answer:

46,734 units per run

Explanation:

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setup costs per production run = $546

manufacturing cost = $0.47 per container

holding cost = $0.35 per container

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total setup costs = 546r = 546 (700,000/x) = 382,200,000/x

production costs = 0.47 x 700,000 = 329,000

storage cost per unit= 1/2r x 0.35 = 0.35/2(700,000/x) = 0.35x/1,400,000

total storage costs = 700,000 x 0.35x/1,400,000 = 0.175x

C(x) = 382,200,000/x + 0.175 x + 329,000

now we find the derivative:

C'(x) = -382,200,000/x² + 0.175

382,200,000/x² = 0.175

382,200,000 = 0.175x²

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