The net present value after 8 years is:
NPV=−14000+7600/1.06+1300/1.062+1300/1.063+1300/1.064+1300/1.065+1300/1.066+1300/1.067+1300/1.068=16.13.NPV = -14000 + 7600/1.06 + 1300/1.06^2 + 1300/1.06^3 + 1300/1.06^4 + 1300/1.06^5 + 1300/1.06^6 + 1300/1.06^7 + 1300/1.06^8 = 16.13.NPV=−14000+7600/1.06+1300/1.062+1300/1.063+1300/1.064+1300/1.065+1300/1.066+1300/1.067+1300/1.068=16.13.
So, the DISCOUNTED payback period is approximately 8 years.
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