Answer:
$43.19
Explanation:
Use dividend discount model(DDM) to solve this question; specifically constant dividend growth model.
P0 = D1/(r-g)
P0 = Current price
D1 = Next year's dividend = $3.11
r = investors' required return = 11.4% or 0.114 as a decimal
g = dividend growth rate = 4.2% or 0.042 as a decimal
P0 = 3.11/(0.114 - 0.042)
P0 = $43.19
Therefore, this stock price is $43.19
Answer:
There are many effects. They equate for a large portion in the fast food industry
Explanation:
Answer:
8.46%
Explanation:
Calculation for the the taxable equivalent yield for this investment
Using this formula
Taxable equivalent yield
=Tax-exempt yield / (1 − Your tax rate)
Let plug in the formula
Taxable equivalent yield=0.055 / (1 - 0.35)
Taxable equivalent yield=0.055/0.65
Taxable equivalent yield=0.0846*100
Taxable equivalent yield= 8.46%
Therefore the taxable equivalent yield for this investment is 8.46%
Answer: interest and population growth
Explanation:
Examples of exponential growth in real world.
1. interest on a savings account (finance). example when you deposit let say $1000 in an account that earns you a simple interest rate of 10% in a year you would earn $100, with each year the amount of interest paid continues to grow exponentially. The bank customer or owner of the account stands to benefit from this growth.
2. Population growth ( science ) population continues to grow exponentially overtime due to individuals available to produce not minding the available resources.a large population usually translates to a good economy development due to more people available so the citizen benefits from it.
Examples of career that it would be difficult to work in
1. Financial advisor
2. Bankers
For someone working as a financial advisor or banker would need the knowledge of exponential growth by understanding compound returns. In finance, compound returns leads to exponential growth. Compounding powers is part the most powerful tools in finance. This method is used by financial advisors and bankers for creating large sums from an initial deposit.
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