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TiliK225 [7]
3 years ago
8

Richard has $500.00 to invest, but he is willing to borrow money to increase the size of his investment. How much should Richard

borrow to construct a portfolio with an expected return of 8% if the risk-free rate is 3% and the expected return of the optimal portfolio is 7%? a. $50.00 b. $100.00 c. $125.00 d. $375.00 e. $625.00
Business
1 answer:
liubo4ka [24]3 years ago
8 0

Answer:

c. $125.00

Explanation:

Let us assume the x for invested in portfolio

Invested proportion × expected return of the optimal portfolio + (1 - invested proportion) × risk free rate = expected return

x × 7% + (1 - x) × 3% = 8%

7% x + 3% - 3% x = 8%

4% x = 5%

X = 1.25

Now the invested amount would be

= 1.25 × $500

= $625

So, the borrowed amount would be

= $625 - $500

= $125

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3 years ago
I need brainliest answer if anyone needs help comment the link here
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3 0
3 years ago
what situation is occurring if a 1 percent decrease in price results in more than a 1 percent increase in quantity demand?
Mekhanik [1.2K]

Demand is price elastic, is occurring if a 1 percent decrease in price results in more than a 1 percent increase in quantity demand.

<h3>What is price elastic?</h3>

Price elastic of demand means the measurement of the product's demand with respect to its price.

It is common that if the price of a product will increase, the demand will fall, but some products demand fall more than other products, which is measure by price elastic in demand.

Thus, the correct option is demand is price elastic.

Learn more about demand is price elastic.

brainly.com/question/20630691

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3 0
2 years ago
The company can choose to buy a back-up machine for Step C for an additional $20,000. The back up would also have a reliability
Goshia [24]

The complete question is:

A certain company produces 10,000 tables per year in a three-step process. The three steps in the process employ machines with the reliabilities listed here:

Step A - 0.987 Step B – 0.979 Step C – 0.915

Answer:

New reliability= 0.9593 ~ 0.959

Explanation:

Reliability is used in manufacturing process to ensure that a process produces the same level of output consistently. A process is reliable if it achieves the same results everytime.

Reliability can be applied to individuals, data, processes, and products.

In this instance we are to calculate the new reliability of the backup system.

Reliability of step C is 0.915

New reliability= 1 - (1- 0.915)^2

New reliability= 0.992775

Multiply this value by the reliability in step A and B to get system reliability

System reliability= 0.992775 * 0.987 * 0.979

System reliability= 0.9593

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3 years ago
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