Answer:
Return on investment = 18.07% (Approx.)
Explanation:
Given:
NUmber of share = 75 shares at $19.58 per share
Amount of dividend received = $73.42
Stock value at end = $22.14 per share
Find:
Return on investment
Computation:
Purchase price = 75 x 19.58
Purchase price = $1,468.5
Final value + Dividend = 75(22.14) + 73.42
Final value + Dividend = $1,733.92
Profit = $1,733.92 - $1,468.5
Profit = $265.42
Return on investment = [Profit / Initial value]100
Return on investment = [265.42 / 1,468.5]100
Return on investment = 18.07% (Approx.)
Answer: interest earned = $8942372340
$8942672340 this is amount after 25 years.
Explanation:
formula used: S= R*[ (1+<em>i </em>)ⁿ-1 / <em>i </em>]
where:
S is future value
R is periodic payment
<em>i </em> is interest rate period
n is number of periods
R= $3000
n= 65-40=25 now 25*4=100 QUARTERLY that is why we used 4
<em>i </em>= 55% which is equal to 0.55
so, for quarterly <em>i= </em>0.55/4= 0.138
now putting them in formula given above
S= 3000*[ (1+0.138)¹⁰⁰-1] / 0.138
S= $8942672340 (future value )
total money deposited = number of period * periodic amount
= $3000*100 = $300,000
interest earned = future value - total money deposited
= 8942672340 - 300,000
interest earned = $8942372340
Given:
Future value, F=60508.29
Monthly payment, A = 165
Compounding period = month
Number of periods, n = 12*12=144
interest per period = i [ to be found ]
We have the relationship
F=A((1+i)^n-1)/i
but there is no explicit formula for i for given F, A and n.
We need to solve a non-linear equation for the value of i, the monthly interest rate.
One of the ways is to solve it by fixed iteration, i.e.
1. using the given relation, express i in terms of other parameters.
2. select an initial value of i
3. evaluate i according the equation in step 1 until the value is stable.
Here we will use the relationship to express
i=((60508.29*i)/165+1)^(1/144)-1 [ notice that i is on both sides of = sign ]
using an initial value of i=0.01 (about 1% per month).
Successively, we get
i=((60508.29*0.01)/165+1)^(1/144)-1=0.01075571
i=((60508.29*0.01075571)/165+1)^(1/144)-1=0.011160681, similarly
i=0.0113685
i=0.0114728
i=0.0115246
i=0.0115502
i=0.0115628
i=0.0115690
i=0.0115720
Assuming the above has stablilized, and the APR is 12 time the above value, namely
Annual percentage rate = 0.01157205998210142*12=0.13886=13.89%
Answer:
E) beta
Explanation:
The security market line (SML) can be regarded as a line that is drawn on a chart which represent the capital asset pricing model. And it allows to know the expected of security which can be attributed to the function of non-diversifiable risk as well as systematic
.It should be noted that The security market line is a positively sloped straight line that displays the relationship between expected return and beta
