Answer:
11.30%
Explanation:
Roten rooters have an equity multiplier of 1.52
The total assets turnover is 1.20
The profit margin is 6.2%
= 6.2/100
= 0.062
Therefore the ROE can be calculated as follows
= 0.062× 1.52×1.20
= 0.1130×100
= 11.30%
Hence the ROE is 11.30%
Answer:
(1) 95.23 (2)5.008% or 5% (3) The value of equity is zero (4)The future value of the firm will be 110 mil. than Firm equity will be 110-100 =10 mil not zero
Explanation:
Solution
Given that:
The worth in good in this example= 110 mil
Worth in bad in this example =90 mil
The future value =( 110+90)/2
=100
Future value = 100
Now
(1) The Present value = F/(1+r)^n
=100/1.05
=95.23
(2) the yield to maturity is given below:
YTM = (FV/PV)^n -1
Here
FV = future value
PV = present value
n=years
Thus
(100/95.23)^1 -1
=5.008% or 5%
Since the bond are zero coupon bond so interest rate is equal to YTM
(3) The total worth =100 mil
Thus
The Debt +equity =100
100+equity =100
Equity =100-100
=0
Hence the value of equity is zero.
The firm BIG is only debt firm. Firm do not have equity.
(4) The future value of the firm will be 110 mil. than Firm equity will be 110-100
=10 mil not zero
A differenciation strategy that is aimed at increasing perceived value of goods and services by the customer usually fares best in a more flexible structure and a culture of innovation.
<h3>What is differenciation strategy?</h3>
Differentiation strategy involves designing a new product or doing something new which is much different from what the competitors do.
The uniqueness of the product could be in the branding and packaging which will tend to attract more customers.
Therefore, differenciation strategy that is aimed at increasing perceived value of goods and services by the customer usually fares best in a more flexible structure and a culture of innovation.
Learn more on differenciation strategy here,
brainly.com/question/15693120
Answer:
e. the expected return on a security is positively and linearly related to the security's beta.
Explanation:
As per CAPM: Expected return (ER) = Rf + \beta (Rm - Rf)
Lets assume risk free return (Rf) as 5%, \beta as 2 and expected market return (Rm) as 10%
then, ER = 5% + 2 (10% - 5%) = 15%
However if lets assume all the other factors remain the same and \beta increases to 3
then, ER = 5% + 3 (10% - 5%) = 20%
Similarly if \beta reduces to 1
then, ER = 5% + 1 (10% - 5%) = 10%
So higher the \beta higher is the risk and hence higher the expected return. Hence expected return on a security is positvely and linearly related to the security's beta
I think it would be 10,000,000 if I was wrong I’m really sorry but good luck
