Answer: $15,909.09
Explanation:
Nominal GDP is the value of goods and services that is calculated on the basis of current year prices whereas Real GDP is the value of goods and services that is determined on the basis of Base year prices. If we are using the identical price for both the years for calculating GDP then we can see the increment in the current year GDP from the last year. This means that the quantity of goods produced in the current year is larger than the last year. That's why it is important to use Real GDP rather than Nominal GDP.
Given that,
Nominal GDP (millions of dollars) = $14000
Price level (GDP deflator) = 88
Real GDP = 159.09 × 100
= $15,909.09
Hence, Real GDP = $15,909.09.
Therefore, Real GDP is greater than Nominal GDP hence we can say that the amount of good produced is worth more than $14,000.
<span>monuments is the right answer </span>
Answer:
If both companies have the sames sales volume, total costs and income from operations, the reason why Gouda has a lower break even point is that their variable costs are lower. We use the contribution margin per unit to calculate the break even point and the contribution margin per unit = sales price - variable costs. The question states that total costs are equal, but it doesn't say anything about variable or fixed costs.
Assuming that Gouda is above break even point, each sale will generate a higher operating profit since the contribution margin is higher.
Explanation:
Answer:
The operational improvement cycle is referred to as the:
c. DMAIC cycle
Explanation:
The DMAIC cycle involves continuous operational improvement. The 'D' stands for 'to define' the process. The 'M' stands for ' to measure' or quantify the performance process. The 'A' stands for ' to analyze' performance to determine root causes. The 'I' stands for 'to improve; the process. The 'C' stands for control to achieve benefits. These processes are the Sigma Six improvement processes that have been proven to yield improved organizational processes.
Answer: True
Explanation: <em> Bond-yield-plus-risk-premium method is used if the entity has publicly listed debt, shapes the bond return. This is therefore effective interest on a organization's long-term debt.
</em>
<em>Here equity risk premium approximation can be extremely imprecise, also fluctuating disorderly, depending on which framework is used.</em>
