Answer:
The answer is: Expected annual net cash savings are $16,750.
Explanation:
Please find the below for detailed explanations and calculations:
Payback period is defined as the time it takes an investment to recover its initial investment.
In this case, the initial investment is the cost of software package at $67,000, while the payback period is four years.
We apply the payback period formula to calculate payback period to calculate the Expected annual net cash savings:
Payback period = Initial investment / Net cash flow per period <=> Net cash flow per period = Initial investment / payback period = 67,000 / 4 = $16,750.
So, Net cash savings annually is expected at $16,750. In other words, if the firm is to save $16,750 per year from owning the software, it will take the firm 04 years to recover its initial investment.
Answer:
The general level of family's income is directly proportional to the amount of cash a family is likely to hold
Explanation:
Of the three motives of money, transactional motives of money relates to holding money(whether at hand or at bank) to meet daily transaction e.g buying of fuel/gas, transport fare to work place.
If the level of income of a family increases, other things being equal, the family tends to hold more money for their daily transaction. The level of income is directly proportional to amount of cash a family holds...
For example, family A earns $100 per week and holds $30 to meet daily transaction or unforeseen circumstances. If his pay increases to$150, it is intuitive for Mr A to hold higher money, lets say $50
The bal() function that is going to balance the loan after a period of 9 years would be A. bal(108)
<h3>How to solve for the bal() function</h3>
The question tells us that the loan balance would be calculated after the period of 9 years.
We have 12 months yearly in all of these 9 years.
Hence the function would be bal(12*9)
= bal(108)
Read more on functions here:
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Answer:
brand awareness is the correct answer.
Explanation:
