Answer:
NPV = $49,234.16
Explanation:
The Net present value (NPV) is the difference between the Present value (PV) of cash inflows and the PV of cash outflows. A positive NPV implies a good investment project and a negative figure implies the opposite.
NPV of an investment:
NPV = PV of Cash inflows - PV of cash outflow
<em>Present value of cash inflows:</em>
A × 1-(1+r)^(-n)/r
A- annual cash inflow-20,000 r-rate of return-10%, n-number of years-6
PV of cash flow = 20,000 × (1.1)^(-6)/0.1 = 87,105.21399
<em>PV of scrap value</em>
F× (1+r)^(-n)
F- scrap value
= 2,000× 1.1^(-6)= 1,128.94
Initial cost = $39,000
NPV = 87,105.21399 + 1,128.94 -39,000= $49,234.16
NPV = $49,234.16
Answer:
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Answer:
Make - Use - Dispose
Explanation:
Consumer Behavior describes how consumers make purchase decisions and how they use and dispose of the purchased goods and services. It includes factors that influence purchase decisions. In order to make and build successful brands, knowing consumer behavior is very important. Large organisations and brands are always in search of exploring and knowing what consumers are purchasing, how they are purchasing, when they are purchasing and how much they are purchasing. They are also in search of who actually make the buying decision, how he or she makes that decision, how many people are involved in buying decision and how they use their products etc.
Answer:
$14,887.5
Explanation:
Carrying Value of the bond is the net of Face value and any amortised discount on the bond.
Face Value of the bond = $19,000
Issuance Value = $14,300
Discount Value = $19,000 - $14,300 = $4,700
This Discount will be amortized over the bond's life until the maturity on straight line basis.
Amortization in each period = $4,700 / (8x2) = $293.75 semiannually
Until December 31, 2017 two payment have been made and $587.5 is amortized in the two semiannual periods.
Un-amortized Discount = $4,700 - $587.5 = $4,112.5
Carrying value of the bond = Face value - Un-amortized Discount = $19,000 - $4,112.5 = $14,887.5
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