Answer:
0.88 years
1 year
Explanation:
Payback period calculates the amount of the time it takes to recover the amount invested in a project from its cumulative cash flows.
For project A:
Amount invested = $-22,000
Amount recovered in year 1 = $-22,000 + $25,000 =$-3000
The amount invested is recovered In 22,000 / $25,000 = 0.88 years
For project B:
Amount invested = $-22,000
Amount recovered in year 1 = $-22,000 + $22,000 = 0
The amount invested is recovered in a year
I hope my answer helps you
Price of share is $12.2. Future dividend is therefore expected to grown by 4.5%. To find the rate of return i.e. K, we will do the following steps:
= 0.36(1.045)/12 = 0.03135+4.5 = 4.53135
Therefore, rate of return is 4.53%.
The science that studies trends and changes in human populations is called demography. Thus, option C is correct.
<h3>What is the population? </h3>
The population can be defined as the number of people present in a particular region. The region can be locality, city, country, or the world.
The quantitative study of human inhabitants is called demography. Demographers examine the range, migration, and composition of people using census data, surveys, and statistical models. It also includes the death and birth and mortality ratio. Therefore, option C is the correct option.
Learn more about population, here:
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Answer: 1) The cost of something is what you give up to get it
Explanation:
Because there is scarcity in the world, we cannot get everything that we want. This is what gives rise to opportunity costs which explain that the cost of doing something is the benefit that one would have accrued from their next best alternative or the thing they gave up for the first choice.
The cost of going swimming for an hour for Megan is $15 because she would have kept the $4 entrance fee she paid as well as earned $11 had she instead worked instead of swam.
Answer:
adaptive
Explanation:
change expectation with the experience means that the individual develop rational expectations and makes decisions based on past experiences and future expectations. However, as expectations change slowly, contingency estimates are adaptive .
Therefore, such expectations are called in adaptive
