Answer: $315000
Explanation:
From the information given in the question, the gross rental income that one will expect to receive for this space in the year after the lease expires goes thus:
= [(75% x 15) + (25% x 18)] x 20,000
= [(0.75 × 15) + (0.25 × 18)] × 20000
= (11.25 + 4.5) × 20000
= 15.75 × 20000
= 315,000
Therefore, the gross rental income is $315000
Answer:
Assuming that the elimination of frequent-flyer programs would have enabled the airlines to earn higher profits and remain in business, then it would be a purely good idea for the airlines to eliminate their frequent-flyer programs.
The big question is, how much did the frequent-flyer programs cost the airlines? Would the cost-savings be sufficient to eliminate their bankruptcies? It is a known-fact that the airlines that create such programs always recover the program costs by charging higher fares.
Explanation:
The issue of airlines going bankruptcy does not seem to stem from customer-loyalty programs like the frequent-flyer programs. The root cause lies in operational and other costs that airline managements have not been able to control.
Answer:
32,000
8000
see below
.16
see below
Explanation:
I'm not really sure what the schedule is supposed to look like (im not good at accounting) exactly but i whipped up something real quick in excel and if you have any questions ask
the depreciable cost is just cost-salvage (the amount that's going to be depreciated) so for us its 34000-2000 or 32,000
the depreciation expense is just the depreciable cost divided by the useful live (32,000/4)=8000
see my attempt at a depreciation schedule below
The deprecation rate per unit is the depreciable cost divided by the total units
32000/200000= .16
and you can see below my attempt at the units of production schedule
Answer:
6.45%
Explanation:
Calculation for bank's cost of preferred stock
Using this formula
Cost of preferred stock = Dividend / Price of Stock * 100
Where,
Dividend $6
Price of Stock 93 per share
Let plug in the formula
Cost of preferred stock =6/93*100
Cost of preferred stock= 0.0645*100
Cost of preferred stock=6.45 %
Therefore the bank's cost of preferred stock will be 6.45%
Answer:
$106.02
Explanation:
Div₀ - Div₉ = 0
Div₁₀ = $10 and then will grow by 6% forever
we must first determine the terminal value for year 9 using the dividend growth model:
P₉ = Div₁₀ / (Re - g) = $10 / (10% - 6%) = $10 / 4% = $250
now we shall discount this to present day value:
P₀ = $250 / (1 + 10%)⁹ = $250 / 2.3579 = $106.02
