Answer:
3.05%
Explanation:
According to Pure Expectation Theory, the future short term interest rates are actually the forward rates.
Mathematically,
(1 + r2,0)^2 = (1 + r1,0)^1 * (1 + r1,1)^1
Here,
r2,0 is the rate of interest for 2 year treasury security from today
r1,0 is the rate of the interest for 1 year treasury security from today
r1,1 is the rate of the interest for 2 year treasury security from Year 1
By Putting Values, we have:
(1 + r2,0)^2 = (1 + 0.04)^1 * (1 + 0.021)^1
(1 + r2,0)^2 = 1.06184
By taking square-root on both sides, we have:
(1 + r2,0) = 1.0305
r2,0 = 3.05%
Answer:
$1 par value
Explanation:
The computation of the par value of the stock after the split is given below:
= $200,000 ÷ (100,000 × 2 )
= $200,000 ÷ 200,000
= $1 par value
Hence, the par value of its stock after the split is $1 par value
We simply divide the balance by the number of outsanding shares so that the par value could come
Answer:
The second gamble has the higher expected value. EV = 4
Explanation:
In betting, expected value can be defined as (Amount won per bet * probability of winning) – (Amount lost per bet * probability of losing)
For the first gamble:
For the second gamble:
This means that Cal is expected to earn $4 for each $20 waged on the second gamble while he is expected to break even in the first gamble.
Therefore, the second gamble has the higher expected value.
Answer:
Viral marketing is the Internet version of word-of-mouth marketing.
Explanation:
Viral Marketing is a term that can be best understood by considering the way a virus spreads continuously from one person to another and then to others.
Viral Marketing entails the <em>use of social media and other digital platforms or the internet to spread information.</em><em> </em>
It involves people coming in contact with an organization's marketing message and then sharing it with others who also share it with other people till it "goes viral".
You do:
132 divided by 22 to calculate the daily wage. The answer is 6. Next you do 15x6 which equals 90. Therefore, the answer is $90
