Answer:
Explanation:
the present value of the future cash flows is the the value of the bond we calculate the present value as follows
Cash flow 4% = 40000 per year for 4 year p.v using annuity
Cash flow = 1000000 at year four present value using compound formula
Present value at yield rate 7.7%
Cash flow Discount Factor Present Value
1000000 0.743253883 743253.8831
40000 3.334365155 133374.6062
876628.4893
Compound = 1000000/(1+7.7%)^4
Annuity = 40000* (1-(1+7.7%)^-4) / 7.7%
Answer:
PLAN A
Year Cashflow [email protected] PV
$'m $
0 (12.4) 1 (12.4)
1 14.88 0.8905 13.25
NPV 0.85
PLAN B
Year Cashflow [email protected] PV
$'m $'m
0 (12.4) 1 (12.4)
1-20 2.2034 7.3309 16.15
NPV 3.75
Project B should be accepted
Explanation:
In this case, we need to discount the cash inflow of plan A at 12.3% for 1 year and then deduct the initial outlay from the present value of cash inflow. The discount factor could be derived from the present value table.
For plan B, we will discount the cash inflow at 12.3% for 20 years. In this case, we will use the annuity factor for 20 years. Thereafter, we will multiply the cashflow by the annuity factor for 20 years to obtain the present value. The initial outlay will be deducted from the present value so as to obtain the net present value(NPV).
The annuity factor can be obtained from the present value of annuity table.
The project with the higher NPV will be accepted.
False because the powder is always the same cause it would probably just get confusing for the investigators to figure out which powder they need to use
Answer:
a. Particulars Amount
Gross sales $925,000
Less: COGS <u>$490,000</u>
EBITDA $435,000
Less: Depreciation <u>$120,000</u>
EBIT $315,000
Less: Interest on notes payable <u>$8,800 </u> (220000*4%)
EBT $306,200
Less: Tax (35%*306200) <u>$107,170</u>
Net Income <u>$199,030</u>
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b. Operating cash flow = Net income + Depreciation
Operating cash flow = $199,030 + $120,000
Operating cash flow = $319,030
