Answer:
Stock Y has overvalued and Stock Z as undervalued
Explanation:
In this question, we apply the Capital Asset Pricing Model (CAPM) formula which is shown below
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
For Stock Y
= 4.85% + 1.40 × 7.35%
= 4.85% + 10.29%
= 15.14%
For Stock Z
= 4.85% + 0.85 × 7.35%
= 4.85% + 6.2475%
= 11.0975%
The (Market rate of return - Risk-free rate of return) is also called market risk premium and the same is applied in the answer
As we see the expected return of both the stock So, Stock Y has overvalued and Stock Z as undervalued
Answer:
110,000 units
Explanation:
<u>Calculation of the equivalent units of production for materials in June</u>
Beginning work in process 20,000
Units started and completed (90,000-10,000) 80,000
Ending work in process <u>10,000</u>
Equivalent units of production for materials for June <u>110,000</u> units
Answer:
A. average total cost is rising.
Explanation:
Whenever marginal cost is more than average cost it means it costs more to produce a unit now compared to the average cost of the previous units. Lets assume that a company produces 3 units of a good.
The first unit costs $1
The second unit costs $2
The third unit costs $3.
The average cost is (1+2+3)/3=2
Now if the marginal cost for producing a unit is more than the average cost for example if the marginal cost is 4, then this will mean that average total cost is rising. we can mathematically check this.
The first unit costs $1
The second unit costs $2
The third unit costs $3.
The fourth unit costs $4
Average cost= (1+2+3+4)/4=10/4=2.5
Here we see that the average cost increased from 2 to 2.5 because marginal cost was greater than average cost.
Answer:
discount yield=7.17%
bond equivalent yield=7.34%
effective annual yield =7.64%
Explanation:
Discount yield =discount /face value*360/t
where t is the number of days to maturity
discount =face value -issue price
discount=100-97.63
discount=2.37
discount yield =2.37/100*360/119
discount yield=7.17%
bond equivalent yield=(1+periodic yield)^360/t-1
periodic yield =discount/face value=2.37/100=2.37%
bond equivalent yield =(1+2.37%)^(360/119)-1
bond equivalent yield=7.34%
effective annual yield=(1+HPY)^365/t-1
Holding period yield (HPY)=discount/price=2.37/97.63
HPY=2.43%
effective annual yield=(1+2.43%)^(365/119)-1
effective annual yield =7.64%
