Answer:
The fund balance at the end of the year is $22,075.
Explanation:
Let X denote the end-of-year balance. During the year, the balance grows as follows
1,205 → 1,230+ ($800) = 2,030
The time-weighted yield rate for the one yearperiod is 11.1%
11.1 = 
* 
1230x = 27152265
x = 
x = $22,075
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Answer:
22.7 %
Explanation:
We can solve two of the problems using Capital Asset Pricing Model (CAPM) which is as follows:
Ra= Rf + (Rm-Rf)*B
Where,
Ra= Rate of return on stock
Rm= Rate of return on market
Rf= Risk Free rate
B= Beta coefficient of stock
Now we can move for your problem
Prob1) Ra= .15, Rf= .08, Rm= .13, B= ?
.15=.08+(.13-.08)B
Therefore, beta Coefficient = 1.4
Prob2: Ra= ?, Rf= .04, Rm= .15, B=1.7
= .04+(.15-.04)*1.7
Therefore, Ra=0.227 = 22.7 %
Answer:
$1,200,000
Explanation:
The computation of the accrued interest is shown below:
= Principal × rate of interest × number of months ÷ (total number of months in a year)
= $48,000,000 × 10% × (3 months ÷ 12 months)
= $1,200,000
We simply applied the simple interest formula by considering the principal amount, rate of interest and the number of months so that the correct amount could come
Answer:
The inventory forecast for next year is $ 120.4.
Explanation:
In this question relationship between sales and inventory is expressed in the form of an equation. This problem requires us to tell the value of inventory if sales is $ 400. So we can simply calculate the inventory value by putting value of x= 400 in the equaltion given in the question.
Inventories = $26.8 + 0.234 x
Inventories = $26.8 + 0.234 ($400)
Inventories = $ 120.4
(<em>Assume sales increase is due to increase in quantity sold not price</em>)
