Answer:
holding period yield is 9.25%
Dividend yield is 0.25%
Capital gains yield is 9.00%
Explanation:
Holding period yield is the total return that accrues to an investment over a period which the investment is owned.
Holding period yield=(Current price-Initial price+dividend)/initial price
current price is $109
initial price is $100
dividend is $0.25
holding period yield =($109-$100+$0.25)/$100
=9.25%
Dividend yield =dividend/initial price
=$0.25/$100
=0.25%
Capital gains yield=(Current price-initial price)/initial price
=($109-$100)?$100
=9.00%
Invariably holding period yield is the dividend yield plus capital gains yield.
Answer:
$7,986
Explanation:
To calculate the equivalent annual cost for 5 year period at an interest rate of 10% per year we need to go through some minor calculations first.
DATA
Cost in first year (A) = $10,000
Decrease in cost each year after the first year (G) = $560
Interest rate = 10%
Time period = 5 years
Solution
EAC = A - G (A/G, i, n)
EAC = $9,000 - $560(A/G, 10%, 5)
EAC = $9,000 - ($560 * 1.8101)
EAC = $9,000 - $1,013.656
EAC = $7,986
Answer:
7 days
Explanation:
Although the lead time for assembling a finished cartridge is only 2 days, the assembly process cannot begin until all child items are available. Thus, the time that would take Bartran to create at least one finished ink cartridge if it started with nothing in stock is the highest lead time of all child items added to the lead time of assembly.
Labels have the highest lead time of 5 days, therefore the total time taken is:
5 +2 = 7 days
The applicable formula is as follows:
PV = PMT [1-(1+IRR)^-n]/[IRR]
Where;
PV = Present value = -$200,000 (set as negative as it is a negative cash flow).
PMT = Annual depreciation values = $44,503
IRR = Internal rate of return
n = Period in years = 10 years
Using excel formulas (shown in the attached image);
IRR = 18%
