Answer:
the company should buy and install the press because the NPV of the project is positive ($73,133.75)
Explanation:
the MACRS 5 year depreciation:
- $375,000 x 20% = $75,000
- $375,000 x 32% = $120,000
- $375,000 x 19.2% = $72,000
- $375,000 x 11.52% = $43,200
- $19,800, since salvage value at year 5 is $45,000
- $0 x 5.76% = $0
salvage value $45,000
total initial investment = $375,000, discount rate = 11%
- cash flow year 1 = {($142,000 - $15,000 - $75,000) x (1 - 34%)} + $75,000 = $109,320
- cash flow year 2 = {($142,000 - $2,000 - $120,000) x (1 - 34%)} + $120,000 = $133,200
- cash flow year 3 = {($142,000 - $2,000 - $72,000) x (1 - 34%)} + $72,000 = $116,880
- cash flow year 4 = {($142,000 - $2,000 - $43,200) x (1 - 34%)} + $43,200 = $107,088
- cash flow year 5 = {($142,000 - $2,000 - $19,800) x (1 - 34%)} + $19,800 + $45,000 = $144,132
the NPV of the project = -$375,000 + $109,320/1.11 + $133,200/1.11² + $116,880/1.11³ + $107,088/1.11⁴ + $144,132/1.11⁵ = $73,133.75
ANSWER:
Income
WHY:
The expenses and extras and needs should all add up to the income and the income should be over these expenses
MARK ME BRAINLIEST PLEASE
Answer:
b) 1,250,000
Explanation:
1,000,000+ 250,000 = 1,250,000
Answer:
The equivalent units for conversion cost are 28080.
Explanation:
Firstly, we need to find our how much units are being sold
Units Sold= physical units - ending units
Units sold= 31500 - 11400 = 20100
Then we need to add units sold with percentage completion of ending units in order to find out equivalent units for conversion cost
Formula:
Equivalent units for conv. cost= units sold + (%completion of ending units)
Equivalent units for conv. cost= 20100 + ( 70% ×11400)
Equivalent units for conv. cost= 20100 + 7980
Equivalent units for conv. cost= 28080
