Answer:
700 units
Explanation:
FC1 : Fixed Costs from process 1
VC1 : Variable cost per unit from process 1
FC2 : Fixed Costs from process 2
VC2 : Variable cost per unit from process 2
FC1 = $50,000
VC1 = $700 per unit
FC2 = $400,000
VC2 = $200 per unit
To calculate the break-even (quantity) point we must equate the TC1 (Total cost of process 1) to TC2 (Total cost of process 2)
TC1 = TC2
FC1 + VC1(y) = FC2 + VC2(y) where y is the break-even units
50,000 + 700y = 400,000 + 200y
500y = 350,000
y = 350,000 / 500
y = 700 Units
Answer:
C) 9.00; 8.92
Explanation:
The arithmetic rate of return is given by:
The geometric rate of return is given by:
![R_{G} = (\sqrt[4]{(1.11*1.03*1.08*1.14)} -1) *100 \%\\R_{G} = (1.0892-1) *100 \%\\R_{G} = 8.92](https://tex.z-dn.net/?f=R_%7BG%7D%20%3D%20%20%28%5Csqrt%5B4%5D%7B%281.11%2A1.03%2A1.08%2A1.14%29%7D%20-1%29%20%2A100%20%5C%25%5C%5CR_%7BG%7D%20%3D%20%20%281.0892-1%29%20%2A100%20%5C%25%5C%5CR_%7BG%7D%20%3D%20%208.92)
Therefore, the arithmetic rate of return is 9.00 percent and the geometric rate of return is 8.92 percent
The answer is C) 9.00; 8.92.
Answer:
Computers
Explanation:
They use computers these days.
Answer:
The main advantage resulting from a premium pricing strategy is the higher profits. Another advantage is that customers that purchase premium products seek higher quality and tend to show higher brand loyalty associated with the status of using premium products. The disadvantages of premium pricing are that it cannot be applied to all products, the marketing efforts tend to be more specific, and therefore, represent a higher percentage of sales, and finally, not everyone is willing to pay premium prices.
Compounding interest is interest on top of interest.
For example, say you put 100 bucks in the bank.
You get 10% interest compounded daily on that 100 bucks.
That means that you get 10% interest not only on those 100 bucks, but all the money you make after.
So your interest would go from 10% on 100 bucks, to 10% on 110 bucks and so forth.
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