Answer:
The specified preferences of Charles, Diana and Juanita. Charles and Juniata prefer chocolate over red velvet cake. Dina favors red velvet over chocolate.
So, when there is voting among red velvet and chocolate cake, the majority will select the Chocolate cake and among winner and vanilla majority will vote for Vanilla cake.
This is because Dina and Juanita favor vanilla over chocolate.
Among Chocolate and vanilla cake, the majority will elect for vanilla and among this winner and red velvet cake, the majority will choose for Red velvet cake.
This is because Diana and juanita favor vanilla over chocolate. So, vanilla cakes get majority elects. When there is voting among vanilla and red velvet , red vanilla acquire majority votes as charles and dina favor red velvet over vanilla.
The statement is False. The preferences are not transitive.
In the first situation chocolate is chosen to vanilla and red velvet is preferred to vanilla. Although, in the second situation, chocolate is favored to red velvet and vanilla is preferred to chocolate. Thus, the preferences do not exhibit transitivity.
Answer:
Option (D) is correct.
Explanation:
It was given that video game is a normal good. We know that there is a positive relationship between the demand for a normal good and income of the consumer, hence, if there is an increase in the income level of the consumer then as a result the demand for a normal good increases which shifts the demand curve for normal good rightwards.
Therefore, this will lead to increase both equilibrium price and equilibrium quantity in the market for video games.
Answer:
g = 16%
dividends yield:
Year 1 4.60%
Year 3: 4.78%
<u>expected rate of return: </u>
year 1 20.6%
year 3 20.78%
<u></u>
Explanation:
<u>grow rate:</u>
D1 /D0 = g
1.16/1.00 - 1 = 0.16
1.3456/1.16 - 1 = 0.16
the grow rate is 16%
<u>dividend yield:</u>
dividends/stock price = dividend yield
1/21.7 = 0,0460 = 4.60%
1.3456/28.15 = 0,04780 = 4.78%
<u>expected rate of return: </u>
dividend yield + grow rate
4.60% + 16% = 20.6%
4.78% + 16% = 20.78%
6 lollipops.
3 candy bars.
1 candy bar and 4 lollipops.
2 candy bars and 2 lollipops.
