"Cash flow from financial activities" is the heading." This section of the cash flow statement displays all of your company's financing activity, including equity, loan, and dividend transactions.
<h3>What is cash flow statement?</h3>
A cash flow statement is a financial statement that outlines all cash inflows a company receives from ongoing operations and outside investment sources.
It also includes all cash outflows for business and investment operations over a set period of time.
Thus, "Cash flow from financial activities" is the heading.
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Answer:
Stable prices
Explanation:
Stable prices created a structured economy without residents having to constantly adapt to deflation, inflation etc.
Answer:
Total finance charge=$23.75
Explanation:
<em>The amount charged for the use of the fund by a bank is called interest rate. Here it is quoted as 21% per annum but we will need to determine the approximate monthly rate by dividing by 12</em>.
The total finance charge will be equal = Interest rate + advance fee
Monthly interest rate = 21/12 =1.75%
Interest payment = 1.75%× $500=$8.75
Advance fee = 3%× $500= $15
Total finance charge = $8.75 + $15= $23.75
Total finance charge=$23.75
Answer: The project scope will increase
Explanation:
From the question, we are informed that there is a project manager who is halfway through a project and then his customer contacts him to say that he has been authorized to provide additional funds for the project.
This will most likely increase the project scope. The project scope simply means the work that is needed to be done in order for a particular project to be accomplished. Due to the increase in funds, it means that more work will be expected.
Answer:
72,91
Explanation:
the key to answer this question is to see that we can calculate the present value as a series of future payments valuated today, so there are two stages, the first one i going until 10 years and from ther is to infinity, so the present value can be solved as:

where
is the present value of the annuity,
is the interest rate for every period payment, n is the number of payments, and P is the regular amount paid. so applying to this particular problem.
keep in mind that
is the formula for calculating a perpeuity, it means the present value of a infinite future payments but look carefully at the expresion
it means we are calculating a perpeuity which is located in the future and we compute it as money of today, so we have:

