Answer:
This question is incomplete, the options are missing. The options are the following:
a) Decrease.
b) Increase.
c) Remain constant.
d) Fluctuate randomly around its equilibrium value.
And the correct answer is the option B: Increase.
Explanation:
To begin with, in the microeconomics theory the supply curve is known for being the one who shows what quantity will be supplied by the offerents given a particular amount of price that is already establish by the interaction between the forces of the market given a perfect competitive market as an example. So in that graphic the supply curve will always have a positive slope and that is due to the law of supply that establishes that there is a direct relationship between the price a good and its supply, so that means that if the price a good increases its quantity supplied will increase as well with it.
Answer:
<em>The expected rates of return of stocks A and B:</em>
E(RA) = 0.1*((13%) + 0.2*(12%) + 0.3*(14%) + 0.2*(15%)
E(RA) = 13.2%
E(RB) = 0.1*(8%) + 0.2*(7%) + 0.2*(6%) + 0.3*(9%) + 0.2*(8%)
E(RB) = 7.7%
<em>The standard deviation of stocks A and B are:</em>
Var(RA) = [0.1*(10%-13.2%)2^ + 0.2*(13%-13.2%)^2 + 0.2*(12%-13.2%)^2 + 0.3*(14%-13.2%)^2 + 0.2*(15%-13.2%)^2]^1/2
Var(RA) = 1.5%
Var(RB) = [0.1*(8%-7.7%)^2 + 0.2*(7%-7.7%)^2 + 0.2*(6%-7.7%)^2 + 0.3(9%-7.7%)^2 + 0.2*(8%-7.7%)^2]^1/2
Var(RB) = 1.1%
Answer:
Economic policy refers to the actions that governments take in the economic field. It covers the systems for setting interest rates and government budget as well as the labor market, national ownership, and many other areas of government interventions into the economy.
Explanation:
Answer:
Following is attached the solution for each part as required.
I hope it will help you a lot!
Explanation:
Answer:
the effective rate is higher
Explanation:
the formula used to calculate effective rate is: effective rate = (1 + r/n)ⁿ - 1
for example, he stated rate is 6%:
- if it is compounded annually, the effective rate is 6%
- if it is compounded semiannually, the effective rate = (1 + 6%/2)² - 1 = 6.09%
- if it is compounded quarterly, the effective rate = (1 + 6%/4)⁴ - 1 = 6.14%
- and so on