Answer:
The correct answer is letter "D": the quantity demanded of cereal will increase.
Explanation:
According to the demand theory, as long as the quantity demanded increases, the price would decrease (the demand curve shifts to the right). The quantity demanded decreases when the price would increase (the demand curve shifts to the left).
In the example, as eggs and cereals are substitute products, if a disease kills a large number of chickens there will be fewer eggs supply in the market. Consumers will start looking for substitutes. Then, <em>the quantity demanded for cereal will increase</em> moving the <em>demand </em><u><em>curve</em></u><em> to the right</em>.
If a portfolio is comprised of two stocks. Stock A comprises 65% of the portfolio and has a beta of 1.21. The portfolio beta is 1.119.
<h3>Portfolio beta</h3>
Using this formula
Portfolio beta=(Stock A portfolio×beta)+[(1-Stock A porfolio)× Stock B beta]
Let plug in the formula
βp = (.65 × 1.21) + [(1 - .65) × .95]
βp = (.7865) + [.35 × .95]
βp= .7865+ .3325
βp = 1.119
Therefore the portfolio beta is 1.119.
Learn more about portfolio beta here:brainly.com/question/14986133
Answer:
Demand deposits is the answer of your question
Answer:
Break-even units = 66.67 units
Explanation:
<em>Break-even point is the level of activity that achieves no profit or loss. At this level profit is zero because the the total revenue is equal to total cost.</em>
<em>The break-even point is calculated as </em>
<em>Units to achieve target profit = (Total general fixed cost for the period + target profit)/ contribution per unit</em>
Contribution per unit = Selling Price - Variable cost
Contribution per unit = 15- (1+3+0.50) = 10.5
Fixed cost = 500 +( 50× 4) = 700
So the units requited to achieve break-even point:
Break-even point = 700/10.5
= 66.67 units
Answer:
a. What is the expected return of the risky corporate bond over the 5-year holding-period (in %)?
expected return in $ = (50% x 20% x $1,000 x 4) + (50% x 35% x $1,000 x 4) = $400 + $700 = $1,100
holding period return = ($1,100 - $1,000) / $1,000 = 10%
b. What is its effective annual return?
(1 + 10%)⁰°² - 1 = 1.92%
b. What is its effective annual return?
- 2. The government bond is the superior investment
The yield of he corporate bond is very low and the risk is too high.