Liberal humanism is a philosophical stance that highlights the agency and value of human beings, both individually and collectively.
Answer:
$20.38 buy
Explanation:
The computation of present value is shown below:-
Fair Value according to Gordon Model = Expected Div ÷ (Required Return - Growth rate)
= $1.63 ÷ (10.5% - 2.5%)
= $1.63 ÷ 8%
= $20.38
Fair Price = $ 20.38 and Actual Price = $18.00
As Fair Price is greater than the Actual Price so, the stock is under priced. Therefore advice to buy.
Based on the information given the portfolio weights for a portfolio are:
Stock A 0.6187; Stock B 0.3815.
First step
Shares Price per share Total value
Stock A 145 $47 6,815
Stock B 200 $21 4,200
Total 11,015
Second step
Portfolio weights
Stock A [ 6,815 / 11,015 ] 0.6187
Stock B [ 4,200 / 11,015 ] 0.3813
Inconclusion the portfolio weights for a portfolio are: Stock A 0.6187; Stock B 0.3815.
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Answer:
B. Cost-Benefit
Explanation:
According to the Financial Accounting Standard Board (FASB) framework, it is important to estimate the cost and benefit of information before deciding the relevance of the information. It decides when to disclose and whether to disclose the information
Once, the cost of such information outweighs the benefits of its disclosure then FASB framework terms it as not relevant.
Cost of Information
Financial reporting through the preparation of financial statements has a cost, these costs include provision, preparation as well as the audit of the information provided. The cost-benefit constraint basically intends to ensure that financial statements are most-effectively and most-efficiently prepared.
Answer: The service cost component of a defined benefit pension plan is computed as the: <em><u>Present value of the change in pension liability from additional employee service. </u></em>
The service cost of a defined benefit pension plan is the change in the pension liability caused by one additional year of employee service. Also an expected return on pension plan assets does not cause an increase in the pension expense for a defined benefit plan.