Payne Medical Labs Solution: Product 1 Years Product 1 Product 2 Year Inflows PV
ID: 2691600 • Letter: P
Question
Payne Medical Labs Solution: Product 1 Years Product 1 Product 2Year Inflows PVIF @ 10% PV 1 $25,000 $16,000
1 $25,000 2 $30,000 $22,000
2 $30,000 3 $38,000 $34,000
3 $38,000 4 $31,000 $29,000
4 $31,000 5 $19,000 $70,000
5 $19,000
PV of Inflows Additional Information
Investment $90,000 Discount Rate - Product 1 10%
Net Present Value Discount Rate - Product 2 15%
Investment $90,000
Product 2
Year Inflows PVIF @ 15% PV
1 $16,000
2 $22,000
3 $34,000
4 $29,000
5 $70,000
PV of Inflows
Investment $90,000
Net Present Value
Which product should be selected using net present value analysis?
Payne Medical Labs Solution: Product 1 Years Product 1 Product 2
Year Inflows PVIF @ 10% PV 1 $25,000 $16,000
1 $25,000 2 $30,000 $22,000
2 $30,000 3 $38,000 $34,000
3 $38,000 4 $31,000 $29,000
4 $31,000 5 $19,000 $70,000
5 $19,000
PV of Inflows Additional Information
Investment $90,000 Discount Rate - Product 1 10%
Net Present Value Discount Rate - Product 2 15%
Investment $90,000
Product 2
Year Inflows PVIF @ 15% PV
1 $16,000
2 $22,000
3 $34,000
4 $29,000
5 $70,000
PV of Inflows
Investment $90,000
Net Present Value
Which product should be selected using net present value analysis?
Explanation / Answer
Project 1 is better since it has higher NPV than Project 2
Project 1 Year Inflows PV @ 10% PV 1 25,000 0.909 22,725 2 30,000 0.826 24,780 3 38,000 0.751 28,538 4 31,000 0.683 21,173 5 19,000 0.621 11,799 PV of Inflows = 109,015 Investment = 90,000 NPV = 19,015 Project 2 Year Inflows PV @ 15% PV 1 16,000 0.870 13,920 2 22,000 0.756 16,632 3 34,000 0.658 22,372 4 29,000 0.572 16,588 5 70,000 0.497 34,790 PV of Inflows = 104,302 Investment = 90,000 NPV = 14,302Related Questions
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