Answer:
<em>Deflation</em>
Explanation:
<em>Deflation is the overall decrease in products and services prices when the rate of inflation drops below 0%</em>. it naturally occurs when an economy's money supply is fixed.
The buying power of currency and salaries in moments of deflation is greater than they would have been.
This is different but comparable to <em>price deflation, which is a general price level reduction.</em>
Answer:
true
Explanation:
the formula used to determine the break even point in units is:
- break even point in units = total fixed costs / contribution margin
where contribution margin = selling price - variable costs
The break even point refers to the output level where revenues = costs. Any output level above the break even point results in profits for the company, while any output level below the break even point results in losses.
Taxable Income.
I hope this helps! :)
To combat this stereotyping the HR director has decided to<u> "adopt more transparent practices".</u>
Nowadays, pay transparency is an interesting issue among HR and compensation experts. Pay transparency doesn't need to be a win or bust approach where everybody knows every other person's compensation. Or maybe, we trust transparency is a range. It's how much an association will examine its general pay rehearses. Pay transparency is significantly something other than the dollar sum a business pays every worker. It's additionally being more open about how pay was resolved and giving a clarification of the organization's compensation grades.
Answer:
A) $83
Explanation:
First, find aftertax OCF per year
aftertax OCF = (Operating benefit - depreciation)*(1-tax) +depreciation
Depreciation per year = 10,000/5 = 2,000
Tax = 34%
aftertax OCF per year = (3,000 - 2,000)*(1-0.34) + 2,000
= 660 +2,000
= 2,660
Next, find the PV of the aftertax OCF per year. It is an annuity;
PMT = 2,660
N = 5
I/Y = 10%
FV = 0
then CPT PV = 10,083.493
Subtract the initial cost of the machine to find the Net Present Value (NPV);
NPV = -$10,000 + $10,083.493
NPV = $83.493