Answer:
d.$75,952 decrease
Explanation:
We simply use the Accounting Equation to determine the period's change in total liabilities.
So, the Accounting Equation states :
Assets = Equity + Liabilities
also
Assets - Equity = Liabilities
therefore,
($49,928) - $26,024 = Liabilities
(- $75,952) = Liabilities
conclusion
The period's change in total liabilities is $75,952 decrease
The answer would be A. A DDS supportive framework called GMCA (Graph Model for Conflict Analysis) actualizing the multi-player chart display for dissecting clashes is produced. GMCA contains calculations for the fast calculation of an extensive variety of arrangement ideas, in this way empowering leaders to assess the assorted variety of human conduct.
Employee buy-in more readily occurs when employees are informed of the change and are educated on the reason for the change.
An employee is a person who is paid to work for an individual or company. A worker does not have to work full time to be considered an employee. You just need to be paid for the work by your employer (the person or company that pays your wages).
The definition of employee is someone who works for another person or company for wages or other agreed remuneration. An example of an employee is someone employed by McDonald's who is paid a fixed amount for each hour worked.
Learn more about Employee here:brainly.com/question/1190099
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20 pages in one night times 3 nights = 60. 60 pages times 3 problems per page is 180 problems.
20*3=60
60*3=180
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
