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Aleonysh [2.5K]
3 years ago
11

Westfield Graziers packages and distributes three grades of animal feed. The material cost per tonne and estimated annual sales

for each of the products are as follows.Product Material cost Estimated salesSuper Premium $16.00 2,000 tonnesPremium $12.00 3,000 tonnesEconomy $10.0 5,000 tonnesThe indirect cost of operating the machinery used to package all three products is $40 000 per year. In the past, prices have been set by allocating the indirect costs to products on the basis of estimated sales in tonnes. The resulting total costs (material costs plus allocated fixed overhead) are then marked up by 100 per cent.RequiredCalculate the price per tonne for each grade of feed using the method described for setting prices. (10 marks)Does the price in part (a) take into account how much customers are willing to pay for the product? (5 marks)
Business
1 answer:
7nadin3 [17]3 years ago
8 0

Answer:

1. Particulars                     Super premium      Premium      Economy

Material cost                            $16                        $12              $10

Indirect cost (40000/10000)  <u>$4 </u>                        <u>$4 </u>              <u>$4</u>

Total cost                                 $20                       $16              $14

Profit (100% of total cost)        <u>$20 </u>                      <u>$16 </u>             <u>$14</u>

Selling price                             <u>$40</u>                       <u>$32 </u>            <u>$28</u>

<u />

2. Yes, the price calculated in part A takes into account what customers are willing to pay. This can be said because the company has the policy of adding 100% to the total cost. This means that the company knows that customers will be willing to pay that much amount.

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Answer:

Option b seems to be the correct approach.

Explanation:

  • Liaison seems to be collaboration as well as the communication of knowledge among various organizations as well as between multiple portions of the institution.
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Some other options aren't relevant to the current situation in question. So choice b was its right one

8 0
3 years ago
You're trying to save to buy a new $230,000 Ferrari. You have $32,000 today that can be invested at your bank. The bank pays 5.5
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Answer:

37 years

Explanation:

We know,

Future value = Present value (1 + r)^n

Given,

Future value, FV = $230,000;

Present value, PV = $32,000;

Interest rate, r = 5.5% = 0.055;

We have to determine how many years later I can purchase the Ferrari.

Now, putting the values into the formula, we get,

FV = PV × (1 + r)^n

or, $230,000 = $32,000 × (1 + 0.055)^n

or, $230,000 ÷ $32,000 = (1 + 0.055)^n

or, 7.1875 = (1 + 0.055)^n

or, log 7.1875 = n × log 1.055

or, n × log 1.055 = log 7.1875 [Changing the side]

or, n = log 7.1875 ÷ log 1.055

Using financial calculator/Scientific Calculator,

or, n = 0.8566 ÷ 0.0233

Therefore, n = 36.76 or almost 37 years.

4 0
3 years ago
Debra is the day-shift supervisor at a company that manufactures and supplies plastic bottles to pharmaceutical companies. She i
JulsSmile [24]

I believe the answer is: First-line manager

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3 years ago
In 2013, Emma purchased an automobile, which she uses for both business and personal purposes. Although Emma does not keep recor
yuradex [85]

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3 years ago
Strategic groups typically follow different business strategies. In the pharmaceutical example in this case, the high-risk, high
Bumek [7]

The pharmaceutical example whereby the high-risk, high-return strategy is employed would be characterized by: d. related diversification.

<h3>What is Related Diversification?</h3>

Related diversification can be described as a scenario whereby a firm ventures into a new industry in which there are similarities in the business lines of the new and old industry.

In most cases, related diversification, is a strategy where the existing products and services have much similarity with the new ones that are being developed.

Therefore, the pharmaceutical example whereby the high-risk, high-return strategy is employed would be characterized by: d. related diversification.

Learn more about related diversification on:

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