Answer:
C. Enjoy the small success you achieve
Explanation:
A sure way of boosting self-esteem is to be nice to once self. One should focus on their positive side by appreciating who they are and their success so far. Comparing oneself with others may not achieve the desired results.
Success brings satisfaction and joy to all of us. Focusing on the little success that one has will uplift their spirits and boost self-esteem.
Answer:
Annual Financial advantage $ 550
Explanation:
<u>Computation of income/loss on special order</u>
Unit product costs
Normal product costs $ 19.20
Incremental variable costs $ 1.30 per unit <u>$ 1.30</u>
Total product costs $ 20.50
Revenues per unit <u>$ 26.00</u>
Profit per unit $ 5.50
Sales Units 2,100 units
Total incremental profit on order $ 11,550
Less; cost of moulds <u>$ 11,000</u>
Incremental profit on S 47 order $ 550
Answer:
I, II, and III are all correct and part of this model
Explanation:
The CAPM model or Capital Asset Pricing Model indicates the relationship between the amount of risk and the expected profit for a certain investment. This model holds many assumptions, which from the ones provided we can say that assumptions I, II, and III are all correct and part of this model. The only assumption that is not correct is IV, since the level of risk aversion that each investor has depends on how much they know about their investment.
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Demand means the consumers want the product or service. If there is a demand, companies must supply. "supply and demand"
Answer:
The geometric average return for this stock was <u>8.64%</u>.
Explanation:
Geometric average return refers to the return which will result in the correct compounded dollars at the end of the time period.
Geometric average return can be computed using the following formula:
Geometric average return = {[(1 + r1)(1 + r2) ... (1 + rn)]^(1/n)} - 1 ......... (1)
Where r is returns from year 1 to year n.
For the stock in the question, we have:
r1 = 9.62%, 0.0962
r2 = -14.65%, or -0.1465
r3 = 19.85%, or 0.1985
r4 = 25.35%, or 0.2535
r5 = 7.65%, or 0.0765
n = 5
Substituting the values into equation (1), we have:
Geometric average return = {[(1 + 0.0962)(1 - 0.1465)(1 + 0.1985)(1 + 0.2535)(1 + 0.0765)]^(1/5)} - 1
Geometric average return = {1.51310732605096^0.20} - 1
Geometric average return = 0.0864, or 8.64%
Therefore, the geometric average return for this stock was <u>8.64%</u>.
