Answer:
the expected return on the portfolio is 12.34%
Explanation:
The computation of the expected return on the portfolio is shown below:
Expected Return is
= Investment in BBB × Return+ Investment in ZI × Return
= 16.4 × 48% + 8.6 ×52%
= 7.87% + 4.47%
= 12.34%
hence, the expected return on the portfolio is 12.34%
Answer and Explanation:
The identification is as follows:
As we know that
M! money supply involved all the currecies that have physical existance i.e. notes, coins, demand deposits etc
While on the other hand, M2 involves M1 + near money i.e. mutual funds, checking deposits, money market etc
Since Susan has 2 year CD so it would be classified as a M2 money supply
Since larry withdraw from the bank so it would be included in M1 and M2
And, since raphael has $25,000 in money market so would be classified as a M2 money supply
Answer: Mixed
Explanation:
Here is the complete question:
Max Machining incurs the following utilities costs at different levels of production:
0 units: $120
500 units: $2,620
1,000 units: $5,120
How would utility costs be properly classified?
A) Curvilinear
B) Variable
C) Mixed
D) Fixed
E) Stepped
The utility cost here will be classified as a mixed cost. A mixed cost is a type of cost that has both fixed and variable cost. At 0 units, $120 was already spent. This shows that this cost is a fixed cost as it doesn't have anything to do with output. It'll still be paid regardless of the number of outputs while the other cost incurred are variable cost which is dependent on the number of outputs of goods.
Based on the explanation above, the answer is mixed cost.
Answer:
7.85%
Explanation:
Face value of bond =$2000
Price of current bond= face value× 106.5% = $2130
Term= 25 years×2= 50 period
Coupon rate= 7%×1/2= 3.5%
Coupon amount= coupon rate×face value = $2000×3.5/100
=$70 for a period
YTM of bond= [coupon amount+ (maturity value-current price)/Term]/0.6×current price+0.4×maturity value]
YTM of bond= 6.487% per annum
Total market value of bond= 8,400bonds× $2130= $17,892,000
Market value of common stock= 275,000shares × 62.50= $18012500
Weight of common stock= 0.490009385
Weight of preferred stock= 0.023259294
WACC= Wd* Kd + Wc*Kc + Wp*Kp
= 0.486731321× 4.86525% +
0.490009385× 10.9624275+
0.023259294× 4.7368421%
=7.849%
= 7.85%(rounded)
Thus, WACC is 7.85%