Answer:
Combined Beta = 1
Combined return = 10%
Explanation:
given data
stock portfolio = $50,000
beta = 1.2
expected return = 10.8%
beta = 0.8
expected return = 9.2%
standard deviation = 25%
to find out
combination
solution
we get here first Combined Beta that is express as
Combined Beta = 1.2 × 50% + 0.8 × 50%
Combined Beta = 1
and
Combined return will be here
Combined return = 10.8 × 50% + 9.2 × 50%
Combined return = 10%
Answer:
$275,000
Explanation:
The computation of the value that should the land be recorded is shown below:
= Value at which rits accepted the counteroffer of the seller
= $275,000
Hence, the alue that should the land be recorded is $275,000
Basically it records the cost value as per the cost concept
The same should be considered
Answer:
It is more efficient on the cost side for one producer to exist in this market rather than a large number of producers.
Explanation:
Answer:
a) 32 refrigerators
b) 28.39 approximately 29 refrigerators
Explanation:
Given:
Cost of order, S = $100
H = 20% of 500 = 100
Cost of refrigerator = $500
Annual demand, D = 500
S.d = 10
Lead time, L = 7 days.
a) To find the economic order quantity, Q_opt, let's use the formula:


The economic order quantity is 32 refrigerators.
b) The reorder point, R, is calculated as:
R = (d' * L) + ( z * s.d)
Where d' is daily demand which is calculated by dividing annual demand by 365 days.
d' = 500/365 = 1.37
At 97% service probability.
Using the excel function, NORMSINV(0.97) = 1.88.
Therefore z = 1.88
Solving for R, we have:
R = (1.37 * 7) + (1.88 * 10)
= 28.39
≈ 29
If the distributor wants a 97% service probability, the reorder point, R, should be 29 refrigerators
Answer: Internet
Explanation:
Online advertising helps organizations find the right audience as the ones who are really interested in the products that are being sadvertised are targeted.
Internet advertising tools such as, social media, display ad and video ads helps the task of reaching ones target audience easier. This can enhance strong relationships with ones customers create a more interactive approach to advertising.