Answer:
Translational equivalence
Explanation:
Translational equivalence -
It refers to the resemblance in the word in a particular language with its translation in other language , is referred to as translational equivalence .
The similarity can lead to any confusion or problem and hence , from the question ,
Claudia hires a translator of both the languages i.e. , english and spain , in order to avoid the problem of Translational equivalence .
Hence , the correct answer is Translational equivalence .
Answer:
I am from Long Island but live in NC
Explanation:
Answer:
B : an entry on the left side of an account.
Explanation:
There are two terms i.e debit and credit.
The accounts that reported as an expense, losses, assets are recorded in the left-hand side of an account as it contains the debit balance.
While the account reported as a revenue, gains, liabilities & stockholder equity are recorded in the right-hand side of an account as it contains the credit balance.
Answer:
$882.03
Explanation:
Interest rate used is 7.23%
Present value is the sum of discounted cash flows
Present value can be calculated using a financial calculator
Cash flow in year 1 to 12 = 58
cash flow in year 13 = 1058
I = 7.23
To find the PV using a financial calculator:
1. Input the cash flow values by pressing the CF button. After inputting the value, press enter and the arrow facing a downward direction.
2. after inputting all the cash flows, press the NPV button, input the value for I, press enter and the arrow facing a downward direction.
3. Press compute
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