Answer:
Prosperity is a period in which all common goods are plentiful or a certain areas economy does very well or a population boom that is well sustained.
The next step which <em>Heather should take </em>after she has gotten a fraudulent call asking for her <em>credit card details</em> is to hang up and call her credit card company using the 1-800 number on the back of her card to inquire about the issue or report the <em>attempted phone fraud.</em>
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As a result of this, we can see that Heather was a target of an attempted phone fraud where a caller asks her to give her 16-digit credit card details so that the supposed error could be cleared up.
It is worth noting that this information <em>can be used to steal money </em>from her checking account and Heather would best not give out such sensitive details over the phone, but call the company to see if the call is really from them.
Therefore, the correct answer is option C
Read more about phone fraud here:
brainly.com/question/8969110
To produce, we need to measure productivity, Productivity is an understanding of the best ways to produce goods and services.
<h3 /><h3>What is productivity?</h3>
Productivity measures how efficient production is relative to amount of goods or service produced.
It usually expressed as the ratio of total output of production to input used.
Therefore, productivity is an understanding of the best ways to produce goods and services.
Learn more on productivity here,
brainly.com/question/2992817
Answer:
The risk free rate (Rf) is 28,2%
Explanation:
We will substituting the portfolio expected return (Er) and the betas of the portfolio in the expected return & beta relationship, that is:
E[r] = Rf + Beta * (Risk Premium)
On doing this we get 2 equations in which the risk free rate (Rf) and the risk premium [P] are not known to use:
12% = Rf + 1 * (P - Rf)
9% = Rf + 1.2 * (P - Rf)
On solving first equation (of Portfolio A) for P(risk premium), we get:
12% = Rf + 1 * (P - Rf)
12% = Rf + P - Rf
(Rf and Rf cancels each other)
P = 12%
Now, on using the value of P in second equation (of Portfolio B), and solving for Rf (risk free rate), we get:
9% = Rf + 1.2 * (12.2% - Rf)
9% = Rf + 14.64% -1.2Rf
1.2Rf - Rf = 14.64% - 9%
0.2Rf = 5,64%
Rf = 5.64% / 0.2
Rf = 28,2%
So, the risk free rate (Rf) is 28,2%
Answer: 16%
Explanation:
Expected return of a portfolio is the weighted average of the returns of the individual stocks given the proportion of the portfolio invested in them:
= (Return on stock A * Percentage invested in stock A) + ( Return on Stock B * Percentage invested in Stock B)
= (12% * 20%) + (17% * 80%)
= 2.4% + 13.6%
= 16%