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Ulleksa [173]
3 years ago
6

Ortiz Co. produces 5,000 units of part A12E. The following costs were incurred for that level of production: Direct materials $

55,000 Direct labor 160,000 Variable overhead 75,000 Fixed overhead 175,000 If Ortiz buys the part from an outside supplier, $40,000 of the fixed overhead is avoidable. Reference: Ref 7-3 If the outside supplier offers a unit price of $68, net income will increase (decrease) by:_______.
Business
1 answer:
Archy [21]3 years ago
8 0

Answer:

Net income decreases by $10,000

Explanation:

                                                                          5,000 units

                                                     Make            Buy    

Direct materials                         $55,000

Direct labor                                $160,000

Variable overhead                     $75,000

Fixed overhead                          $175,000     $135,000 ($175,000-$40,000)

Cost to purchase (68*5000)     <u>                </u>     $<u>340,000</u>

Total cost                                    <u>$465,000</u>   <u>$475,000</u>

Cost lost = $465,000 - $475,000

Cost lost = -$10,000

So, Net income decreases by $10,000

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) Saffron Foods sells jars of special spices used in Spanish cooking. The variable cost is $2 per unit. Fixed costs are $9,000,0
olga nikolaevna [1]

Answer:

C. $4.20

Explanation:

The computation is shown below:

Before that we need to do following calculations

Total costs to be incurred  is

= ($2 × 5,000,000 units) + $9,000,000

= $19,000,000

Now

Required return is

= $40,000,000 ×  5%

= $2,000,000

So,

Sales price per unit is

= (Total cost incurred + required return) ÷ number of unit sold

= ($19,000,000 + 2,000,000) ÷ 5,000,000 units  

= $4.20

6 0
3 years ago
The weekly profit of a company is modeled by the function w = –g2 + 120g – 28. The weekly profit, w, is dependent on the number
FromTheMoon [43]

Answer:

120 gizmos.

Explanation:

We have been given that the weekly profit of a company is modeled by the function w =-g^2+120g-28. The weekly profit, w, is dependent on the number of gizmos, g, sold. The break-even point is when  w=0.

To find the number of gizmos the company must sell each week in order to break even, we will substitute w=0 in profit function as:

0 =-g^2+120g-28

-g^2+120g-28=0

Now, we will use quadratic formula to solve for g.

g=\frac{-120\pm\sqrt{120^2-4(-1)(-28)}}{2(-1)}

g=\frac{-120\pm\sqrt{14400-112}}{-2}

g=\frac{-120\pm\sqrt{14288}}{-2}

g=\frac{-120\pm 119.53242237987}{-2}

g=\frac{-120-119.53242237987}{-2}\text{ or }g=\frac{-120+119.53242237987}{-2}

g=\frac{-239.53242237987}{-2}\text{ or }g=\frac{-0.46757762013}{-2}

g=119.76621118\text{ or }g=0.2337888

g\approx 120\text{ or }g\approx 0.23

We will take the larger value for the number of gizmos.

Therefore, the company must sell 120 gizmos each week in order to break even.

5 0
3 years ago
In 1993, Sheffield Company completed the construction of a building at a cost of $2,340,000 and first occupied it in January 199
erastova [34]

Answer:

Annual depreciation expense is $23,547

Explanation:

In the year 2022 the cost of the building will be written down value.

Using straight line depreciation method :  (Cost - Salvage value ) / Useful life

Depreciation in 1994 = ( 2,340,000 - 69,600 ) / 40 years = 56,760

There is addition construction in year 2004 the carrying value of the building will be :

2,340,000 - ( 56,760 * 20 ) = 1,204,800

Depreciation in 2004 : ( 1,204,800 + 585,000 ) - 23,400 / 30 years = 58,880

Carrying value on 2022 :

1,789,800 - ( 58,880 * 18 years) = 729,960

Depreciation expense in 2022:

729,960 / 31years = $23,547

5 0
3 years ago
Why is it important to understand the needs of your audience in a cover letter?
Nadusha1986 [10]
I would say d.

hope i helped :)
8 0
3 years ago
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Which benefit of the American Free Enterprise System is best represented by the following statement? "American consumers are kep
777dan777 [17]
Government Protection is a benefit of the American Free Enterprise System as best represented by the statement above in regards to serious illness or injury.
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3 years ago
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