Answer:
a. the prices should have risen, but production should not have changed.
Explanation:
In the case when the money supply is expanded after considering the discoveries of gold so here the prices are increased due to which the economy as the higher employment and the production level. But it is not consistent with the monetary neutrality as the prices are increased but the production level remain same or unchanged
In a split offering, we see that a) shares are issued from the corporation and sold by existing shareholders.
<h3>What is a split offering?</h3>
A split offering is a type of stock issuance that involves the issuing of new stock and existing stock that it is in the market already. This is why it is called a split offering - one side of the offering comes from the corporation, and the other comes from the existing shareholders.
With a split offering, the seller will be existing shareholders and not the company. This means that the corporation that issues the shares, will then cooperate with existing shareholders who will then be the ones to sell the shares.
Find out more on stock offerings at brainly.com/question/13049425.
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Answer:
22.7 %
Explanation:
We can solve two of the problems using Capital Asset Pricing Model (CAPM) which is as follows:
Ra= Rf + (Rm-Rf)*B
Where,
Ra= Rate of return on stock
Rm= Rate of return on market
Rf= Risk Free rate
B= Beta coefficient of stock
Now we can move for your problem
Prob1) Ra= .15, Rf= .08, Rm= .13, B= ?
.15=.08+(.13-.08)B
Therefore, beta Coefficient = 1.4
Prob2: Ra= ?, Rf= .04, Rm= .15, B=1.7
= .04+(.15-.04)*1.7
Therefore, Ra=0.227 = 22.7 %
Answer:
For this calculation we need to use the Effective Annual Yield Formula.
EY = (1 + r/n)^n - 1
Where:
- EY = Effective annual yield
- r = coupon rate
- n = number o periods the coupon rate is compounded per year
Plugging the amounts into the formula we obtain:
EY = (1 + 0.06/2)^2 - 1
EY = 0.062
EY = 6.2%
To obtain the effective semi-annual yield, we simply divide the effective annual yield by two:
= 0.062/2
=0.031
Effective semi-annual yield = 3.1%
In this case, we would not invest in the bond because the effective semi-annual yield does not reach the required 4%.
Explanation:
Answer:
Leslie studies how individuals go about purchasing products for their personal consumption and what factors influence these decisions. Leslie studies Consumer Buying Behavior.
