The required investment cost of a new, large shopping center is $51 million. The salvage value of the project is estimated to be $18 million (the value of the land). The project's life is 12 years and the expenses are estimated to be $16 million. The MARR for such projects is 15% per year. What must the minimum annual revenue be to make the shopping center a worthwhile venture? Click the icon to view the interest and annuity table for discrete compounding when the MARR is 15% per year. To make the shopping center a worthwhile venture, the minimum annual revenue must be $ million per year. (Round to three decimal places.) Reference Discrete Compounding; i=15% Single Payment Uniform Series Capital Compound Amount Compound Amount Sinking Fund Factor Present Present Recovery Factor Factor Worth Factor Factor Worth Factor To Find F To Find P To Find F To Find P To Find A To Find A

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The required investment cost of a new, large shopping center is $51 million. The salvage value of the project is estimated to be $18 million (the value of the land). The project's life is 12 years and the annual operating
expenses are estimated to be $16 million. The MARR for such projects is 15% per year. What must the minimum annual revenue be to make the shopping center a worthwhile venture?
Click the icon to view the interest and annuity table for discrete compounding when the MARR is 15% per year.
To make the shopping center a worthwhile venture, the minimum annual revenue must be $
million per year. (Round to three decimal places.)
Reference
Discrete Compounding; i=15%
Single Payment
Uniform Series
Compound
Amount
Compound
Sinking
Fund
Capital
Recovery
Factor
Present
Amount
Present
Factor
Worth Factor
Factor
Worth Factor
Factor
To Find F
To Find P
To Find F
To Find P
To Find A
To Find A
Given P
Given F
Given A
Given A
Given F
Given P
N
FIP
PIF
FA
PIA
AIF
AIP
1.1500
0.8696
1.0000
0.8696
1.0000
1.1500
2
1.3225
0.7561
2.1500
1.6257
0.4651
0.6151
3
1.5209
0.6575
3.4725
2.2832
0.2880
0.4380
4
1.7490
0.5718
4.9934
2.8550
0.2003
0.3503
5
2.0114
0.4972
6.7424
3.3522
0.1483
0.2983
6.
2.3131
0.4323
8.7537
3.7845
0.1142
0.2642
7
2.6600
0.3759
11.0668
4.1604
0.0904
0.2404
8
3.0590
0.3269
13.7268
4.4873
0.0729
0.2229
9
3.5179
0.2843
16.7858
4.7716
0.0596
0.2096
10
4.0456
0.2472
20.3037
5.0188
0.0493
0.1993
11
4.6524
0.2149
24.3493
5.2337
0.0411
0.1911
5.3503
0.1869
29.0017
5.4206
0.0345
0.1845
13
6.1528
0.1625
34.3519
5.5831
0.0291
0.1791
14
7.0757
0.1413
40.5047
5.7245
0.0247
0.1747
15
8.1371
0.1229
47.5804
5.8474
0.0210
0.1710
16
9.3576
0.1069
55.7175
5.9542
0.0179
0.1679
17
10.7613
0.0929
65.0751
6.0472
0.0154
0.1654
18
12.3755
0.0808
75.8364
6.1280
0.0132
0.1632
19
14.2318
0.0703
88.2118
6.1982
0.0113
0.1613
20
16.3665
0.0611
102.4436
6.2593
0.0098
0.1598
234
Transcribed Image Text:The required investment cost of a new, large shopping center is $51 million. The salvage value of the project is estimated to be $18 million (the value of the land). The project's life is 12 years and the annual operating expenses are estimated to be $16 million. The MARR for such projects is 15% per year. What must the minimum annual revenue be to make the shopping center a worthwhile venture? Click the icon to view the interest and annuity table for discrete compounding when the MARR is 15% per year. To make the shopping center a worthwhile venture, the minimum annual revenue must be $ million per year. (Round to three decimal places.) Reference Discrete Compounding; i=15% Single Payment Uniform Series Compound Amount Compound Sinking Fund Capital Recovery Factor Present Amount Present Factor Worth Factor Factor Worth Factor Factor To Find F To Find P To Find F To Find P To Find A To Find A Given P Given F Given A Given A Given F Given P N FIP PIF FA PIA AIF AIP 1.1500 0.8696 1.0000 0.8696 1.0000 1.1500 2 1.3225 0.7561 2.1500 1.6257 0.4651 0.6151 3 1.5209 0.6575 3.4725 2.2832 0.2880 0.4380 4 1.7490 0.5718 4.9934 2.8550 0.2003 0.3503 5 2.0114 0.4972 6.7424 3.3522 0.1483 0.2983 6. 2.3131 0.4323 8.7537 3.7845 0.1142 0.2642 7 2.6600 0.3759 11.0668 4.1604 0.0904 0.2404 8 3.0590 0.3269 13.7268 4.4873 0.0729 0.2229 9 3.5179 0.2843 16.7858 4.7716 0.0596 0.2096 10 4.0456 0.2472 20.3037 5.0188 0.0493 0.1993 11 4.6524 0.2149 24.3493 5.2337 0.0411 0.1911 5.3503 0.1869 29.0017 5.4206 0.0345 0.1845 13 6.1528 0.1625 34.3519 5.5831 0.0291 0.1791 14 7.0757 0.1413 40.5047 5.7245 0.0247 0.1747 15 8.1371 0.1229 47.5804 5.8474 0.0210 0.1710 16 9.3576 0.1069 55.7175 5.9542 0.0179 0.1679 17 10.7613 0.0929 65.0751 6.0472 0.0154 0.1654 18 12.3755 0.0808 75.8364 6.1280 0.0132 0.1632 19 14.2318 0.0703 88.2118 6.1982 0.0113 0.1613 20 16.3665 0.0611 102.4436 6.2593 0.0098 0.1598 234
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