I’m not sure about the first one (my best guess is B.) but the second one is A.
Answer:
I would recommend Machine 7745
Explanation:
Machine 7745
initial outlay = $8,000
operational costs per year = $300
depreciation cost per year = $700
salvage value (at year 10) = $1,000
total costs per year (1 - 9) = $1,000
total costs year 10 = $0
using an excel spreadsheet, the IRR = 2%. Since you are analyzing costs only, not incremental revenue, then you must select the project with the lowest IRR.
Machine A37Y
initial outlay = $8,000
operational costs per year = $260
depreciation cost per year = $800
total costs per year (1 - 10) = $1,060
using an excel spreadsheet, the IRR = 4%
Answer:
Increase and remain the same respectively
Explanation:
Given the above information, we know that current ratio is computed as;
Current ratio = Current assets ÷ Current liabilities
Current ratio = $60,000 ÷ $34,000
Current ratio = 1: 1.76
Working capital is computed as;
= Current asset - Current liabilities
= $60,000 - $34,000
= $26,000
As a result of the above, the current ratio increased because of the reduction in the current liabilities value while the working capital remains the same.
Answer: Option 2
Explanation: since the production cost is the same once installed, the highly specialised equipment purchased will help HEB produce more sushi.
Answer:
Land amount= 367,990
Interest amount= 149,010
Explanation:
this question can be solve applying the concept of future value, as it is a zero interest or zero coupon it only, it means the bond does not pay money in the time, so
where FV is future value, PV is the present value, i is the periodic interest rate and n is the number of periods. So applying to this particular problem we have:
solving we have PV=367,990
so the land value is 367,990 and the interest expenses are 517,000 - 367,990=149,010
