Answer:
12%
Explanation:
Calculation for the internal rate of return if the company buys this machine
Using this formula
IRR = Initial investment/Annual Cash flow
Where,
Initial investment =$47,907
Annual Cash flow =$19,946
Let plug in the formula
IRR= $47,907/$19,946
=2.402
Using PV factor table = 2.402
IRR = 12%
Therefore internal rate of return if the company buys this machine will be 12%
Godiva chocolates produces specially decorated boxes of candies for valentine's day, easter, and christmas. This is an example of occasion segmentation.
Occasion segmentation is when you divide the market into different groups based on different occasions when a buyer will spend money on a product or service. Different products are normally marketed for events and time of the year.
The manager may reject a proposal utilizing ROI that perhaps the manager accepts the use of recurring revenue.
<u>Explanation:
</u>
Return on investment is a measure of quality that is used to determine investment efficacy or evaluate a variety of different assets with quality. ROI attempts, by comparison with investment costs, to accurately measure the returns of a particular transaction. For order to calculate ROI, the investor's gains (or returns) are distributed between the investment costs. As a percentage, the outcome is shown.
For example, a shareholder is buying an 
worth of property. The investor sold the estate at 
two years later.
Answer:
Fixed Exchange Ratio
Explanation:
A fixed exchange ratio is the pre defined amount of acquirer shares for each share of target share outstanding. It is the ratio guarantees the target shareholders a certain level of ownership in the acquirer once the transaction completes. It is used in measuring the total number of shares the acquiring company has to issue for each individual share of the target firm.
Answer:
a. The Bt toxin could negatively affect the taste of the food that is produced from these crops.
c. The Bt toxin could result in the death of non-pest species of insects. d. The Bt gene could ultimately make the plants pathogenic to humans.
Explanation:
Genetically engineered crops couldn't harm the economy. They are made to benefit economy, as it's shown in the following quote:
"The commercialization of genetically modified (GM) crops has continued to occur at a rapid rate, with important changes in both the overall level of adoption and impact occurring in 2012.
This annual updated analysis shows that there have been very significant net economic benefits at the farm level amounting to $18.8 billion in 2012 and $116.6 billion for the 17-year period (in nominal terms)."
Reference: Brookes, Graham, and Peter Barfoot. “Economic Impact of GM Crops.” Taylor & Francis, 2014,
