Answer:
The correct answer is $7,056.46
Explanation:
Giving the following information:
You want to save sufficient funds to generate an annual cash flow of $55,000 a year for 25 years as retirement income. How much do you need to save each year if you can earn 7.5 percent on your savings?
Final value= 55,000*25= 1,375,000
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (1,375,000*0.075)/[(1.075^38)-1]= $7,056.46
Answer:
Secondary Data
Explanation:
Secondary data is defined as the data that is collected by the other people other than the end users of it.
In the case, Mark is the end users. And the data is of U.S census bureau, other governments agencies, database, however, is not collected by Mark but by marketing research firms and different reports instead.
So that, in this case, Mark is using secondary data.
Answer and Explanation:
The effect of the given transaction is shown in the attachment below. Please find the attachment
As we know that
Accounting equation is
Total assets = Total liabilities + total stockholder equity
So,
1. In the first transaction there is an increased in assets by $29,000 and decreased the assets by $29,000 plus the same is to be recorded in the operating section of the cash flow statement
2. In the second transaction, there is decreased in asset for $49,020 also the retained earning is also decreased by same amount plus there is a bad debt expense also
Answer:
$44.87
Explanation:
Use Dividend Discount Model to solve this question;
First, find the dividend per year;
First year's dividend ; D1 = D0(1+g)
D1 = 1.32 (1.30) = 1.716
Second year's dividend ; D2 = 1.716 (1.10) = 1.8876
Third year's dividend ; D3 = 1.8876 (1.05) = 1.9820
Next, find the present value of each dividend at 9% required return;
PV (D1) = 1.716 / (1.09) = <em>1.5743</em>
PV (D2) = 1.8876 /(1.09²) = <em>1.5888</em>
PV (D3 onwards) = 
= PV (D3 onwards) = <em>41.7052</em>
Sum up the PVs to find the current market value of the stock;
= 1.5743 + 1.5888 + 41.7052
= 44.8683
Therefore the value is $44.87
A .
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