Answer:
<u>Details April May June </u>
Unit to be produced 576 630 608
Explanation:
The production budget For April, May, and June can be prepared as follows:
Ruiz Co.
Production Budget
For April, May, and June
<u>Details April May June </u>
Next month's budgeted sales (A) 640 590 680
Ratio of inventory to future sales (B) 20% 20% 20%
Budgeted ending inventory (C = A * B) 128 118 136
Budgeted unit sales for month (D) 560 640 590
Req'd units of avail. production (E = C + D) 688 758 726
Budgeted beginning inventory (F) 112 128 118
Unit to be produced (G = E - F) 576 630 608
Answer:
The correct answer is: multi-level marketing.
Explanation:
Multi-level marketing (MLM) is appealing for workers because there is tremendous potential to make money and low entry costs. It is a business strategy in which salespeople recruit other individuals to sell products or services for them in order to earn a portion of their sales in addition to their own sales.
Answer:
Expected market return = 9.8%
Explanation:
The expected return on the market can be worked out using the Capital Asset Pricing Model.
<em>The capital asset pricing model is a risk-based model. Here, the return on equity is dependent on the level of reaction of the the equity to changes in the return on a market portfolio. These changes are captured as systematic risk. The magnitude by which a stock is affected by systematic risk is measured by beta.
</em>
Under CAPM, Ke= Rf + β(Rm-Rf)
Rf-risk-free rate (treasury bill rate)- 4.4%
β= Beta - 1.20
Rm= Return on market.- ?
Applying this model, we have
11%= 4.4%+ (R-4.4%)×1.20
0.11-0.044= 1.20×(R-0.04)
0.07
= 1.20R-0.048
Collect like terms
0.07+0.048 = 1.2R
Divide both sides by 1.20
R= (0.07+0.048)/1.20
R=9.83%
Expected market return = 9.8%
Answer:
Amount after 15 years = 183255.011
Explanation:
Below is the calculation to find the amount after 15 years:
Annuity amount or early deposited amount = $5200
Time period = 15 years
Interest rate = 11.3 %
Now we have to find the amount after 15 years:
Amount after 15 years = Annuity [((1 + r)^n - 1) / r ]
Amount after 15 years = 5200 [((1 + 11.3)^15 - 1) / 11.3% ]
Amount after 15 years = 183255.011
