Answer:
The portfolio SD is A. 20.65%
Explanation:
The standard deviation tells the total risk (both systematic and unsystematic) associated with a stock or a portfolio. The portfolio risk or the standard deviation of portfolio can be calculated using the following formula as attached in the picture below.
Using this formula, the standard deviation of the portfolio is:
SDp = √(0.3)² * (0.2)² + (0.7)² * (0.25)² + 2 * (0.3)*(0.7) * 0.4 * (0.2)*(0.25)
Portfolio SD = 0.20645 or 20.645% rounded off to 20.65%
Answer:
$30,000
Explanation:
The computation of the amount received by Janet is given below:
Loss on sale of other assets is
= $150,000 - $50,000
= $100,000
Share of Janet in loss is
= $100,000 × 5 ÷ 10
= $50,000
So,
Janet revised capital balance is
= $80,000 - $50,000
= $30,000
ignore the other person, the correct answer is A. code of Federal Regulations (CFR), parts
Answer:
Our answer is E 114,420
Explanation:
Production budget:
Jan Feb Mar
Budgeted sales units 40000 37000 34000
Add: Ending inventory 12950 11900
Total requirement 52950 48900
Less: Beginning inventory 14000 12950
Budgeted production units 38950 35950
Purchase budget of Box:
Jan Feb
Budgeted production 38950 35950
Bx required per unit 3 3
Total requirement of Boxes 116850 107850
Add: Ending inventory 21570
Total boxes needed 138420
Less: Beginning inventory 24000
Budgeted Purchase boxes 114420
Answer is E. 114420
Answer:
B) must be balanced by a statement that trading options can also result in significant losses.
Explanation:
Representatives do not trade securities by themselves, they only enter orders on behalf of their clients and following their clients' orders. That means that the clients assume the risk of losing money due to a bad investment. The clients are also the ones that benefit the most since it is their money being invested. Any statement that states the possibility of significant earnings, must also include the possibility of significant losses.
