Answer:
EAW = -$17,545.71
Explanation:
initial investment = $200,000
cash inflows;
- Year 1 = $33,000
- Year 2 = $44,000
- Year 3 = $55,000
- Year 4 = $66,000
- Year 5 = $77,000
- Year 6 = $88,000
- Year 7 = $99,000
- Year 8 = $110,000
- Year 9 = $132,000
cash outflows:
- Year 1 = $20,000
- Year 2 = $30,000
- Year 3 = $40,000
- Year 4 = $50,000
- Year 5 = $60,000
- Year 6 = $70,000
- Year 7 = $80,000
- Year 8 = $90,000
- Year 9 = $100,000
EAW = equivalent annual worth = equivalent annual benefits - equivalent annual costs
to determine the EAB we must first find the PV of the cash inflows using a financial calculator = $408,348.84
EAB = (PV x r) / [1 - (1 + r)⁻ⁿ] = ($408,348.84 x 10%) / [1 - (1 + 10%)⁻⁹] = $70,905.91
to determine the EAC we must first find the PV of the cash outflows (including initial outlay) using a financial calculator = $509,395
EAC = (PV x r) / [1 - (1 + r)⁻ⁿ] = ($509,395 x 10%) / [1 - (1 + 10%)⁻⁹] = $88,451.62
EAW = $70,905.91 - $88,451.62 = -$17,545.71
That is really hard to answer what are u working on
Answer:
competition based pricing
Explanation:
When a company engages in a competition based pricing strategy, they will set the price of their products or services taking based on the price of their main or direct competitor. The product or service provided by the competitor is used to benchmark both the price and quality of the goods and services offered by the company.
For example, Coca Cola products are used as a price reference for all the soda products sold by other companies.
Answer:
Im on a private jet eating popeyes chicken, i be flexing like im eating popeyes spinach
Explanation:
plato users
Answer and Explanation:
As per the data given in the question,
1)
Cash flow Amount PV Factor at 10% for 8 annual installments Present Value
Installments $4,000 5.3349 $21,339.60
Down Payment $27,000 1 $27,000
Value of equipment $48,339.60
Refer to the PVIFA factor
2)
Table or calculator function FVAD of $
1
Future value $570,000
n = 5
i = 7.00%
Divided it by FV factor 6.1533
Annual Deposit $92,633.22
Refer to the FVAD table
3)
Table or calculator function PVAD of $
1
Payment $137,000
n = 20
i = 10.00%
Multiplied by PV factor 9.36492
Liability $1,282,994.04
Refer to the PVAD table
