I’m pretty sure u can disable or some way but it depends on like the type of thing your school uses to block websites :(
Answer:
$3,168
Explanation:
We will receive $4000 in future (after 4 years time) which means all we want to know is the amount that we Derek must deposit today.
This present value of the $4000 payment received after 4 years from today can be calculated using the following formula:
Present value = Future Value / (1 + r)^n
Here
Future Value is $4000
r is 6%
n is 4 years
So by putting values, we have:
Present value = $4000 / (1 + 6%)^4 Years
Present value = $3,168
<span>The pace of tuition hikes exceeded the 2013 average rate of inflation by two and 9/10 (2.9) percent. This was a smaller jump than pace of tuition hikes over the average rate of inflation 2012, which was four and one-half (4.5) percent.</span>
Answer:
44,167.67 shares
Explanation:
Given that
Number of shares of stock outstanding = 265,000
Sale value per share of stock = $76
Number of seat for election = 5
So by considering the above information, the number of shares needed by using the cumulative voting is
= {shares outstanding ÷ (number of seats + 1) + 1}
= {(265,000 shares ÷ (5 +1) +1}
= 44,167.67 shares
Answer:
$106,595
Explanation:
Given:
Initial market rate = 9%
Dropped market interest rate, r = 7% per year
or
= 7% × [6 ÷ 12]
= 3.5% = 0.035
Remaining time, n = 9 years = 18 semi annual periods
Now,
Value of the bond at the retirement
= [ PVAF × Interest payment] + [ PVF × face value]
here,
Present value of annuity factor, PVAF = 
or
PVAF = 
or
PVAF = 13.189
And,
Interest payment = $100,000 × 8% × [6 ÷ 12 ] [since, 8% bonds]
= $4000
Present value factor = 
= 0.538
par value = $100,000
= [13.189 × $40] + [0.538 × 100,000]
= 52,758.7316 + 53,836.114
= $106,595
Hence,
The correct answer is option $106,595