A ompany wishes to invest in a project with cash flows over 10 years. At the end of 10 years, it costs $1.508,000 to dismantle the project equipment. The company's MARR is 24% per year. Use the ERR method (e = 24%) to determine whether the company should invest in this project End of Year Net Cash Flow - $520,000 + 191,000 -1,508.000 0- 10 10 A Click the icon to view the interest and annuity table for discrete compounding when the MARR is 24% per year. The ERR is%. (Round to two decimal places.) According to the ERR method, the project V economically acceptable.

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
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A ompany wishes to invest in a project with cash flows over 10 years. At the end of 10 years, it costs $1,508,000 to dismantle the project equipment. The company's MARR is 24% per year. Use the ERR method
(e = 24%) to determine whether the company should invest in this project.
End of Year Net Cash Flow
-$520,000
+ 191,000
- 1,508.000
0- 10
10
Click the icon to view the interest and annuity table for discrete compounding when the MARR is 24% per year.
The ERR is %. (Round to two decimal places.)
According to the ERR method, the project
V economically acceptable.
Transcribed Image Text:A ompany wishes to invest in a project with cash flows over 10 years. At the end of 10 years, it costs $1,508,000 to dismantle the project equipment. The company's MARR is 24% per year. Use the ERR method (e = 24%) to determine whether the company should invest in this project. End of Year Net Cash Flow -$520,000 + 191,000 - 1,508.000 0- 10 10 Click the icon to view the interest and annuity table for discrete compounding when the MARR is 24% per year. The ERR is %. (Round to two decimal places.) According to the ERR method, the project V economically acceptable.
Discrete Compounding; i= 24%
Single Payment
Compound
Amount
Factor
Uniform Series
Present
Worth Factor
Compound
Amount
Factor
Sinking
Fund
Capital
Recovery
Factor
Present
Worth Factor
Factor
To Find F
To Find P
To Find F
Given A
To Find P
Given A
To Find A
To Find A
Given P
Given F
Given F
Given P
FIP
PIF
FIA
PIA
AIF
AIP
1
1.2400
0.8065
1.0000
0.8065
1.0000
1.2400
2
1.5376
0.6504
2.2400
1.4568
0.4464
0.6864
3
1.9066
0.5245
3.7776
1.9813
0.2647
0.5047
4
2.3642
0.4230
5.6842
2.4043
0.1759
0.4159
5
2.9316
0.3411
8.0484
2.7454
0.1242
0.3642
3.6352
0.2751
10.9801
3.0205
0.0911
0.3311
7
4.5077
0.2218
14.6153
3.2423
0.0684
0.3084
19.1229
24.7125
8
5.5895
0.1789
3.4212
0.0523
0.2923
9
6.9310
0.1443
3.5655
0.0405
0.2805
10
8.5944
0.1164
31.6434
3.6819
0.0316
0.2716
11
10.6571
0.0938
40.2379
3.7757
0.0249
0.2649
12
13.2148
0.0757
50.8950
3.8514
0.0196
0.2596
13
16.3863
0.0610
64.1097
3.9124
0.0156
0.2556
14
20.3191
0.0492
80.4961
3.9616
0.0124
0.2524
15
25.1956
0.0397
100.8151
4.0013
0.0099
0.2499
16
31.2426
0.0320
126.0108
4.0333
0.0079
0.2479
17
38.7408
0.0258
157.2534
4.0591
0.0064
0.2464
18
48.0386
0.0208
195.9942
4.0799
0.0051
0.2451
19
59.5679
0.0168
244.0328
4.0967
0.0041
0.2441
20
73.8641
0.0135
303.6006
4.1103
0.0033
0.2433
21
91.5915
0.0109
377.4648
4.1212
0.0026
0.2426
22
113.5735
0.0088
469.0563
4.1300
0.0021
0.2421
23
140.8312
0.0071
582.6298
4.1371
0.0017
0.2417
24
174.6306
0.0057
723.4610
4.1428
0.0014
0.2414
25
216.5420
0.0046
898.0916
4.1474
0.0011
0.2411
Transcribed Image Text:Discrete Compounding; i= 24% Single Payment Compound Amount Factor Uniform Series Present Worth Factor Compound Amount Factor Sinking Fund Capital Recovery Factor Present Worth Factor Factor To Find F To Find P To Find F Given A To Find P Given A To Find A To Find A Given P Given F Given F Given P FIP PIF FIA PIA AIF AIP 1 1.2400 0.8065 1.0000 0.8065 1.0000 1.2400 2 1.5376 0.6504 2.2400 1.4568 0.4464 0.6864 3 1.9066 0.5245 3.7776 1.9813 0.2647 0.5047 4 2.3642 0.4230 5.6842 2.4043 0.1759 0.4159 5 2.9316 0.3411 8.0484 2.7454 0.1242 0.3642 3.6352 0.2751 10.9801 3.0205 0.0911 0.3311 7 4.5077 0.2218 14.6153 3.2423 0.0684 0.3084 19.1229 24.7125 8 5.5895 0.1789 3.4212 0.0523 0.2923 9 6.9310 0.1443 3.5655 0.0405 0.2805 10 8.5944 0.1164 31.6434 3.6819 0.0316 0.2716 11 10.6571 0.0938 40.2379 3.7757 0.0249 0.2649 12 13.2148 0.0757 50.8950 3.8514 0.0196 0.2596 13 16.3863 0.0610 64.1097 3.9124 0.0156 0.2556 14 20.3191 0.0492 80.4961 3.9616 0.0124 0.2524 15 25.1956 0.0397 100.8151 4.0013 0.0099 0.2499 16 31.2426 0.0320 126.0108 4.0333 0.0079 0.2479 17 38.7408 0.0258 157.2534 4.0591 0.0064 0.2464 18 48.0386 0.0208 195.9942 4.0799 0.0051 0.2451 19 59.5679 0.0168 244.0328 4.0967 0.0041 0.2441 20 73.8641 0.0135 303.6006 4.1103 0.0033 0.2433 21 91.5915 0.0109 377.4648 4.1212 0.0026 0.2426 22 113.5735 0.0088 469.0563 4.1300 0.0021 0.2421 23 140.8312 0.0071 582.6298 4.1371 0.0017 0.2417 24 174.6306 0.0057 723.4610 4.1428 0.0014 0.2414 25 216.5420 0.0046 898.0916 4.1474 0.0011 0.2411
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