Task 1 . The income (in thousand $) of 5 small companies labeled AA , BB , CC , DD , EE has been calculated and the results are
as follo,;vs:
2.49j 2.39j 2.39, 1.79, 3.8 .
1. Put the obtained data as points on the following coordinate system.
Income value
3
2
1
AA BB CC DD EE Company
2. Calculate the mean value from the sample for these data:
On the chart draw a line y = x (a horizontal line at the level of the mean of the sample) and for every measurement mark the difference between the value of the measurement and the sample mean.
3. Calculate the samples variance, standard deviation and the estimator of variance:
Icr2 =_.!_ f=_(xi -
I• I
__ n i=l
x_) _= iT
4. Write proper values into the following tagged fields and interpret the results obtained:
CJ CJ
x - 20- x - a x+ a x+ 20-
Date of simulation : 2021 03 02 20:30:20.050 Seed: 20302 8071 .
8
2.49j 2.39j 2.39, 1.79, 3.8 .
1. Put the obtained data as points on the following coordinate system.
Income value
3
2
1
AA BB CC DD EE Company
2. Calculate the mean value from the sample for these data:
On the chart draw a line y = x (a horizontal line at the level of the mean of the sample) and for every measurement mark the difference between the value of the measurement and the sample mean.
3. Calculate the samples variance, standard deviation and the estimator of variance:
Icr2 =_.!_ f=_(xi -
I• I
__ n i=l
x_) _= iT
4. Write proper values into the following tagged fields and interpret the results obtained:
CJ CJ
x - 20- x - a x+ a x+ 20-
Date of simulation : 2021 03 02 20:30:20.050 Seed: 20302 8071 .
8
1 answer:
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Answer:
Present value of zero coupon bond = $283
Explanation:
Provided that zero coupon bonds are to be issued.
In zero coupon bonds issue price is less than face value to meet the needs.
Interest rate = 13%
Duration = 10 years, Paid semiannually.
Thus periods = 20
Interest rate =
Therefore, Present value factor @6.5% for 20 periods = 0.283
Therefore, Value of bond today = $1,000 0.283 = $283