Question

3. [4 points total] You are production engineer at a baking facility that produces glazes and fillings for all major doughnut

a) [2 points) Since your team isnt sure how to proceed, you have suggested that you set a threshold for recovery of the init

please show all work. no excel.

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Answer #1

Ans.a

The payback period can be calculated as follows:

Project A

Year Total Flow Cumulative flow
0 -87750 -87750
1 0 -87750
2 2000 -85750
3 5000 -80750
4 5000 -75750
5 12000 -63750
6 18000 -45750
7 24000 -21750
8 46000 24250
9 60000 84250
10 80000 164250

Now to find out the payback period:

Step 1: We must pick the year in which the outflows have become positive. In other words, the year with the last negative outflow has to be selected. So, in this case, it will be year seven.

Step 2: Divide the total cumulative flow in the year in which the cash flows became positive by the total flow of the consecutive year.

So that is: 21750/46000 = 0.47

Step 3: Step 1 + Step 2 = The payback period is 7.47 years for project A.

Similarly for Project B,

Year Total Flow Cumulative flow
0 -52500 -52500
1 1000 -51500
2 2000 -49500
3 5000 -44500
4 8000 -36500
5 18000 -18500
6 22000 3500
7 24000 27500
8 24000 51500
9 26000 77500
10 28000 105500

Now to find out the payback period:

Step 1: We must pick the year in which the outflows have become positive. In other words, the year with the last negative outflow has to be selected. So, in this case, it will be year five.

Step 2: Divide the total cumulative flow in the year in which the cash flows became positive by the total flow of the consecutive year.

So that is: 18500/22000 = 0.84

Step 3: Step 1 + Step 2 = The payback period is 5.84 years for project B.

Similarly for Project B,

Year Total Flow Cumulative flow
0 -40000 -40000
1 0 -40000
2 -5000 -45000
3 -5000 -50000
4 10000 -40000
5 10000 -30000
6 14000 -16000
7 14000 -2000
8 24000 22000
9 24000 46000
10 30000 76000

Now to find out the payback period:

Step 1: We must pick the year in which the outflows have become positive. In other words, the year with the last negative outflow has to be selected. So, in this case, it will be year seven.

Step 2: Divide the total cumulative flow in the year in which the cash flows became positive by the total flow of the consecutive year.

So that is: 2000/24000 = 0.08

Step 3: Step 1 + Step 2 = The payback period is 7.08 years for project C.

Based on this approach, only Project B should be considered for installation and project A & project C should be eliminated.

Ans.b

Calculation of Discounted Payback Period

Project A

Year Total Flow PV Factor @6% DCF Cumulative flow
0 -87750 1 -87750 -87750
1 0 0.943 0.00 -87750.00
2 2000 0.890 1779.99 -85970.01
3 5000 0.840 4198.10 -81771.91
4 5000 0.792 3960.47 -77811.44
5 12000 0.747 8967.10 -68844.34
6 18000 0.705 12689.29 -56155.05
7 24000 0.665 15961.37 -40193.68
8 46000 0.627 28860.97 -11332.71
9 60000 0.592 35513.91 24181.19
10 80000 0.558 44671.58 68852.78

Now to find out the payback period:

Step 1: We must pick the year in which the outflows have become positive. In other words, the year with the last negative outflow has to be selected. So, in this case, it will be year eight.

Step 2: Divide the total cumulative flow in the year in which the cash flows became positive by the total flow of the consecutive year.

So that is: 11332.71/33513.91 = 0.34

Step 3: Step 1 + Step 2 = The payback period is 8.34 years for project A.

Project B

Year Total Flow PV Factor @6% DCF Cumulative flow
0 -52500 1 -52500 -52500
1 1000 0.943 943.40 -51556.60
2 2000 0.890 1779.99 -49776.61
3 5000 0.840 4198.10 -45578.51
4 8000 0.792 6336.75 -39241.77
5 18000 0.747 13450.65 -25791.12
6 22000 0.705 15509.13 -10281.99
7 24000 0.665 15961.37 5679.38
8 24000 0.627 15057.90 20737.28
9 26000 0.592 15389.36 36126.64
10 28000 0.558 15635.05 51761.70

Now to find out the payback period:

Step 1: We must pick the year in which the outflows have become positive. In other words, the year with the last negative outflow has to be selected. So, in this case, it will be year six.

Step 2: Divide the total cumulative flow in the year in which the cash flows became positive by the total flow of the consecutive year.

So that is: 10281.99/15961.37 = 0.64

Step 3: Step 1 + Step 2 = The payback period is 6.64 years for project B.

Project C

Year Total Flow PV Factor @6% DCF Cumulative flow
0 -40000 1 -40000 -40000
1 0 0.943 0.00 -40000.00
2 -5000 0.890 -4449.98 -44449.98
3 -5000 0.840 -4198.10 -48648.08
4 10000 0.792 7920.94 -40727.14
5 10000 0.747 7472.58 -33254.56
6 14000 0.705 9869.45 -23385.11
7 14000 0.665 9310.80 -14074.31
8 24000 0.627 15057.90 983.58
9 24000 0.592 14205.56 15189.15
10 30000 0.558 16751.84 31940.99

Now to find out the payback period:

Step 1: We must pick the year in which the outflows have become positive. In other words, the year with the last negative outflow has to be selected. So, in this case, it will be year seven.

Step 2: Divide the total cumulative flow in the year in which the cash flows became positive by the total flow of the consecutive year.

So that is: 14074.31/15057.9 = 0.93

Step 3: Step 1 + Step 2 = The payback period is 7.93 years for project C.

Based on this approach also, only Project B should be considered for installation and project A & project C should be eliminated

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