Answer:
The new portfolio beta is 1.31 rounded off to two decimal places.
Explanation:
The portfolio beta is a function of the sum of the weighted average betas of the individual stock's that form up the portfolio. The portfolio beta is calculated using the following formula,
Portfolio beta = wA * Beta of A + wB * Beta of B + ... + wN * Beta of N
Where,
- w is the weightage of each stock in the portfolio
The beta of the portfolio when one stock with a beta of 1 is sold is,
The sum of individual stock betas for 19 stocks is = 20 * 1.31 - 1 * 1 = 25.2
The new portfolio beta when one stock with a beta of 0.97 is added is,
Portfolio beta = (25.2 + 0.97) / 20
Portfolio beta = 1.3085 rounded off to 1.31
Answer:
C) 8.75%
Explanation:
Number of periods = 4 years
Given return rates = 20%, -10%, 20%, and 5%
To obtain the arithmetic average annual return, add the return rates given for all periods and divide the sum by the number of periods.
Over four years, the S&P 500 index delivered an arithmetic average annual return of 8.75%.
You don't communicate to convey activities, or to integrate activities. We can, therefore, eliminate answers "a," "b," and "e."
So is our purpose to discuss or organize an activity? Either answer fits. We discuss activities to gather the opinions of others regarding said activities. But discussing is, itself, a form of communicating, it is not an outcome. The other points listed are outcomes "we provide... influence... [through communication]." Therefore, the answer must be "c. organize".
Answer: $15
Explanation:
A copayment or copay simply refers to a fixed amount that is paid by a patient for a covered service, before the patient will receive service. It is an insurance policy which someone who's insured will pay whenever he or she access a medical service.
In this case, since the patient has a copay of $15, then the patient will have to pay $15.
Installment credit is a type of credit that has a fixed number of payments, in contrast to revolving credit.
<span>Examples of which are:
</span><span>
Land loan
Home construction loan
<span>Home mortgage
</span><span>Some equity loans
</span>Home improvement loan
Automobile loan
<span>Boat loans or RV loans specialty finance
</span>Student loan
Personal loan
<span>Vacation loan
I hope my answer has come to your help. Thank you for posting your question here in Brainly.
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