Answer: Option (e) is correct.
Explanation:
Given that,
Book value of manufacturing equipment = $35,500
Current market value of equipment = $21,100
Cost of new machine = $111,000
cash received from trading old machine = $21,100
Variable manufacturing costs of new machine reduce by $18,100 per year over the four-year =
Total increase/decrease in net income = Cost of new machine + cash received from trading old machine + Reduction in Variable manufacturing costs
= ($111,000) + $21,100 + $18,100 × 4
= ($17,500)
Note: Bracket represents the negative values.
∴ The total decrease in net income by replacing the current machine with the new machine is $17,500.
The bundle prices for Hydration Power Drink and Satisfying Smoothie are given below.
<h3>
What is Contribution Margin?</h3>
The contribution margin (CM), also known as the dollar contribution per unit, is the difference between the selling price and the variable cost per unit.
Because 100% is the best contribution margin, the closer the contribution margin is to 100%, the better. The greater the figure, the better a company's ability to meet its overhead expenditures with cash on hand.
The contribution margin =
Unit Margin (Profit) = Unit Revenue - Unit Variable Cost (Marginal Cost)
<h3>What is the bundle prices and Net Profit?</h3>
For Hydration Power Drink:
High 7 -1 = 6
Low: 6 - 1 = 5
Total = 11
For Satisfying Smoothie:
High: 10 -4 = 6
Low: 5-4 = 1
Total = 7
High Bundle Price for both products:
6 + 6 = 12
Low Bundle price for both products:
5 + 1 = 6
From the above information, it is clear that the Bundle Price that will maximize profit is the High Bundle Price.
The product that will yield the most profit is: The Hydration Power Drink.
Learn more about bundle price:
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Answer:
This request cannot be honored because the securities must be paid for, in full, to process a transfer and ship request
Explanation:
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The correct answer is option D
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Answer:
The answer is "The last choice"
Explanation:
While comparing 2 assets or portfolio management, the risk of each portfolio and the rates of return of each portfolio should be taken into consideration. Whether the same danger is in the two assets. One should be preferred with both the higher return and one from the lowest risk should be recommended unless the two have the same rate of return. Portfolio A consequently either has a higher return and an at least as low fluctuation as B, or even lower volatility as well as an anticipated return at least as strong as B.