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Lyrx [107]
3 years ago
7

Sage Company is operating at 90% of capacity and is currently purchasing a part used in its manufacturing operations for $13.00

per unit. The unit cost for the business to make the part is $20.00, including fixed costs, and $11.00, excluding fixed costs. If 32,404 units of the part are normally purchased during the year but could be manufactured using unused capacity, what would be the amount of differential cost increase or decrease from making the part rather than purchasing it?$226,828 cost increase$421,252 cost decrease$64,808 cost decrease$64,808 cost increase
Business
1 answer:
aleksandr82 [10.1K]3 years ago
3 0

Answer:

Cost difference= $64,808 cost decrease

Explanation:

Giving the following information:

Purchasing price= $13

Make in-house:

Variable cost per unit= $11

Fixed cost per unit= $9

Production in units= 32,404

<u>To determine whether it is more convenient to make the part in-house or buy it, we need to take into account only the variable cost per unit. We leave out of the decision the fixed costs because they remain constant in both options.</u>

Buy= 32,404*13= $421,252

Make= 32,404*11= $356,444

Cost difference= $64,808 decrease

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3 years ago
Match the example with the business structure that makes sense for it. To match the items, click the example, and then click the
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7 0
3 years ago
The marketing manager for Mountain Mist soda needs to decide how many TV spots and magazine ads to run during the next quarter.
spayn [35]

Answer: The LP model is given as :

max: 1.180( 420000 A + 500000 B )

subject to : (a.) 7000 A + 2500 B ≤ 100000

(b.) 7000 A ≤ 70000

(c.) 2500 B ≤ 50000

Explanation:

Let us assume;

A be the no. of T.V spots

B be the no. of magazine spots

Given:

(a.) Mountain Mist earns a profit margin of $1.80 on each case of soda that it sells.

(b.) Each TV spot costs $7000 and is expected to increase sales by 420,000 cases.

(c.) Each magazine ad costs $2500 and is expected to increase sales by 500,000 cases.

∴ The objective function of this model will be given as :

max: 1.180( 420000 A + 500000 B )

(d.) A total of $100,000 may be spent on TV and magazine ads combined.

(e.) Mountain mist wants to spend no more than $70,000 on TV spots and no more than $50,000 on magazine ads.

∴ The subjective function will be :

(a.) 7000 A + 2500 B ≤ 100000

(b.) 7000 A ≤ 70000

(c.) 2500 B ≤ 50000

∴ The LP model is given as :

max: 1.180( 420000 A + 500000 B )

subject to : (a.) 7000 A + 2500 B ≤ 100000

(b.) 7000 A ≤ 70000

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4 0
3 years ago
Your firm is considering opening a branch office in Kyle. The office would cost $485,000 to build the office. During the office
wariber [46]

Answer:

The NPV from opening the branch office is negative ( -$106668.08). Thus the branch office should not be opened.

Explanation:

The decision to open the branch office will be taken based on the NPV provided by opening of the branch office. If the NPV of a project is positive based on the required rate of return used as a discount rate fro cash flows, the investment is worth undertaking.

The net present value (NPV) for a project can be calculated as,

NPV = CF1 / (1+r)  + CF2 / (1+r)²  + ...  + CFn / (1+r)^n  -  Initial Outlay

Where,

  • r is the appropriate discount rate
  • Initial Outlay is the Initial cost of the project
  • CF represents cash flows from the project

As the required return is 16%, we will take this as the appropriate discount rate.

NPV = 45000 / (1+0.16)  +  120000 / (1+0.16)²  +  150000 / (1+0.16)³  +

150000 / (1+0.16)^4  +  150000 / (1+0.16)^5  -  485000

NPV = - $106668.08

As the NPV from project is negative at a required return of 16%, the project should not be under taken and the branch office should not be open.

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3 years ago
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