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Blizzard [7]
3 years ago
14

Assume the indirect method is used to compute net cash flows from operating activities. For this item extracted from the financi

al statements—Interest Income (assume that cash received is equal to amount reported)—indicate the effect on net income in arriving at net cash flows from operating activities by choosing one of the following:
Add to net income to arrive at net cash flows from operating activities.
Subtract from net income to arrive at net cash flows from operating activities.
Not used to adjust net income to calculate net cash flows from operating activities.
Business
1 answer:
Arte-miy333 [17]3 years ago
3 0

Answer:

Explanation: Subtract from net income to arrive at net cash flows from operating activities.

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Present Value of Ordinary Annuity Period/Rate 5% 6% 7% 8% 9% 10 7.7217 7.3601 7.0236 6.7101 6.4177 11 8.3064 7.8869 7.4987 7.139
klasskru [66]

Answer:

The discount rate of 8% for 11 year period provides the present value of annual cash flows to be equal to the initial investment.

Explanation:

Using the table of present value of annuity provided, we can check the rate and time period which is return the present value of cash flows from the project to be equal to initial Investment.

We are told that the Project's life is expected to be 11 Years. Thus using the 11 year period from the table we can see the following rates,

<u>11 Year Period</u>

Rate = 5%  ,  Annuity Factor = 8.3064  

Rate = 6%  ,  Annuity Factor = 7.8869

Rate = 7%  ,  Annuity Factor = 7.4987

Rate = 8%  ,  Annuity Factor = 7.1390

Rate = 9%  ,  Annuity Factor =  6.8052

We know that the annual cash flows from the project is $1,000,000 and we know the Initial Outlay is $7,139,000.

Multiplying the annual cash flow from the above annuity factors for each rate we can see which rate provides the present value of annual cash flows to be equal to initial outlay.

Rate = 5%  ,  Present value = 8.3064 *  1000000    = $8,306,400  

Rate = 6%  ,  Annuity Factor = 7.8869 *  1000000    = $7,886,900

Rate = 7%  ,  Annuity Factor = 7.4987 *  1000000    = $7,498,700

Rate = 8%  ,  Annuity Factor = 7.1390 *  1000000    = $7,139,000

Rate = 9%  ,  Annuity Factor =  6.8052 *  1000000    = $6,805,200

From the above calculation we can see that the rate of 8% provides the present value of annual cash flows to be equal to the initial investment.

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