Answer:
<em>Value $ 256,250</em>
<em>rounding against nearest 1,000 dollar: 256,000</em>
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Explanation:
From the gross income we subtract the expenses and vanacy losses.
40,000 gross income - 3,500 vacancy - 16,000 operating expense
20,500 net
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Now, we solve for the present value of a perpetuity given the capitalziation rate of 8%
$ 20,500 / 0.08 = <em>$ 256,250</em>
Answer:
$2,222,222.22
Explanation:
The data provided in the question
Annual scholarship provided = $100,000
Guaranteed rate of return = 4.5%
So by considering the above information, the amount i.e deposited today is
= Annual scholarship provided ÷ Guaranteed rate of return
= $100,000 ÷ 4.50%
= $2,222,222.22
By dividing the annual scholarship by the rate of return we can get the deposited amount
Answer:
$47,500
Explanation:
Since the payment is made monthly in advance for the period of 5 years, therefore the present value of annuity formula shall be used for the purpose of calculating the Present value of lease, which is given as follow:
Present value of annuity=R+R[(1-(1+i)^-n)/i]
In the given question
R=Rent per month paid in advance=$1,000
i=interest compounded monthly=10%/12=0.83%
n=number of payments involved=(12*5)-1=59
Present value of annuity=1,000+1,000[(1-(1+0.83%)^-59)/0.83%]
=$47,500
