Answer:
annual income = $70,292.52
Explanation:
initial outlay $900,000
in order to determine the net cash flows per year we can use the present value of an ordinary annuity:
PV = annual cash flow x annuity factor
- PV = $900,000
- annuity factor, 15%, 12 years = 6.1944
annual cash flow = $900,000 / 6.1944 = $145,292.52
annual cash flow = [(revenue - operating costs - depreciation) x (1 - tax rate)] + depreciation
- revenue - operating costs - depreciation = annual income
- tax rate = 0?
- depreciation = $900,000 / 12 = $75,000
$145,292.52 = annual income + $75,000
annual income = $145,292.52 - $75,000 = $70,292.52
Answer:
Explanation:
We don't have enough information to calculate the exact effect on the net operating income. For example, we will need the selling price and unitary variable costs. But we can calculate the effect on the fixed costs and selling variable costs.
Savings in fixed costs= $22,000
Increase in total variable costs= 13* 2400 units= $31,200
To decide whether it is convenient or not we need the information previously stated.
The fact that Kayla spends several hours each week developing specific employee work assignments and production schedules for the coming week suggests that a significant component of Kayla's job involves operational planning, where operational planning is the process that includes preparing plans <span>of an organization that clearly defines the actions that should be taken in order strategic goals to be achieved.</span>
The globe project explains an in-group collectivism as how much pride & loyalty an individuals have for their family or organization.
<h3>What is an
in-group collectivism?</h3>
Basically, an in-group collectivism refers to the level at which an individuals expresses their pride, loyalty and cohesiveness in their organizations or families.
In conclusion, the globe project explains an in-group collectivism as how much pride & loyalty an individuals have for their family or organization.
Read more about in-group collectivism
<em>brainly.com/question/26556922</em>