Answer:
$26.05
Explanation:
according to the constant dividend growth model
price = d1 / (r - g)
d1 = next dividend to be paid = d0 x (1 + growth rate)
d0 = dividend that was just paid
r = cost of equity
g = growth rate
1.5 x (1.045^6) / 12 - 4.5 = $26.05
The correct answer for the question that is being presented above is this one: "D. relate to inflation in other countries." Globalization increases the interdependency of the world's countries. Inflation in one country would most likely <span>relate to inflation in other countries.</span>
Here are the following choices:
<span>A. not impact inflation in other countries
B. cause deflation in other countries
c. result in stagflation in other countries
D. relate to inflation in other countries</span>
<span>Using variables helps determine different factors that either positively or negatively effect experiment results. Using a control, something that does not change, allows scientists to change around the variables and monitor their effects on the control.</span>
Answer with Explanation:
The pressure changed a lot when I became a leader. I was expected to supervise my group members and assign them the tasks they have to perform. I gave them a<u><em> sense of direction</em></u>, particularly, towards the group's goal. I was<em> pressured to meet the targets expected from us</em>, and I always put my effort at its best for<u><em> fear of failing or becoming a failure to the group</em></u>. I needed to do things in a <em>calm fashion</em>, so I could inspire my members and be a better role model for them.
When I was just a<em> supporting member,</em> I didn't really mind about which direction my group should take, so the pressure from stress wasn't a big deal. I was very laid back because I just needed to perform what was asked of me by our leader. No one was constantly looking upon me, thus, I didn't feel like I really needed to do my best.
Answer:
$5,896,778
Explanation:
The computation of the increase value in the liabilities section is shown below:
= Present value of the first liability due in one year + Present value of the second liability due in three years
= $1,388,889 + $4,507,889
= $5,896,778
For computing the increase value in the liabilities we simply added the present value of two liabilities given in the question
