A mining investment is more likely to generate revenues of $500,000 per year for the next 10 years of service life. However, the inves $300,000 per year. The investors' MARR is 8% per year. Answer the following two questions: Click the icon to view the interest and annuity table for discrete compounding when i= 8% per month. Mo 1 Calculate the PW based on the optimistic estimate of the net annual revenues. O A. $3.36 Million O B. $3.47 Million OC. $5.37 Million O D. $2.01 Million O E. $3.58 Million 2. Calculate the PW based on the expected net annual revenues calculated using the three-point estimation technique. O A. $5.37 Million O B. $3.36 Million OC. $2.01 Million O D. $3.58 Million O E. $3.47 Million

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
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A mining investment is more likely to generate revenues of $500,000 per year for the next 10 years of service life. However, the investors think that there is a possibility that the revenues could be as high as $800,000 per year or as low
$300,000 per year. The investors' MARR is 8% per year. Answer the following two questions:
Click the icon to view the interest and annuity table for discrete compounding when i= 8% per month.
More Info
1 Calculate the PW based on the optimistic estimate of the net annual revenues.
Discrete Compounding; i= 8%
ire
O A. $3.36 Million
Single Payment
Compound
Amount
Uniform Series
Compound
Amount
Factor
Sinking
Fund
Capital
Recovery
Factor
O B. $3.47 Million
Present
Worth Factor
Present
Worth Factor
O C. $5.37 Million
Factor
Factor
O D. $2.01 Million
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
O E. $3.58 Million
F/P
PIF
FIA
PIA
A/F
A/P
1
1.0800
0.9259
1.0000
0.9259
1.0000
1.0800
2. Calculate the PW based on the expected net annual revenues calculated using the three-point estimation technique.
2
1.1664
0.8573
2.0800
1.7833
0.4808
0.5608
0.3080
0.2219
3
1.2597
0.7938
3.2464
2.5771
0.3880
O A. $5.37 Million
4
1.3605
0.7350
4.5061
3.3121
0.3019
5
1.4693
0.6806
5.8666
3.9927
0.1705
0.2505
O B. $3.36 Million
6.
1.5869
0.6302
7.3359
4.6229
0.1363
0.2163
O C. $2.01 Million
7
1,7138
0.5835
8.9228
5.2064
0.1121
0.1921
O D. $3.58 Million
0.5403
0.5002
8
1.8509
10.6366
5.7466
0.0940
0.1740
0.1601
0.1490
9
1.9990
12.4876
6.2469
0.0801
O E. $3.47 Million
10
2.1589
0.4632
14.4866
6.7101
0.0690
11
2.3316
0.4289
16.6455
7.1390
0.0601
0.1401
12
2.5182
0.3971
18.9771
7.5361
0.0527
0.1327
13
2.7196
0.3677
21.4953
7.9038
0.0465
0.1265
14
2.9372
0.3405
24.2149
8.2442
0.0413
0.1213
15
3.1722
0.3152
27.1521
8.5595
0.0368
0.1168
Transcribed Image Text:A mining investment is more likely to generate revenues of $500,000 per year for the next 10 years of service life. However, the investors think that there is a possibility that the revenues could be as high as $800,000 per year or as low $300,000 per year. The investors' MARR is 8% per year. Answer the following two questions: Click the icon to view the interest and annuity table for discrete compounding when i= 8% per month. More Info 1 Calculate the PW based on the optimistic estimate of the net annual revenues. Discrete Compounding; i= 8% ire O A. $3.36 Million Single Payment Compound Amount Uniform Series Compound Amount Factor Sinking Fund Capital Recovery Factor O B. $3.47 Million Present Worth Factor Present Worth Factor O C. $5.37 Million Factor Factor O D. $2.01 Million 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 O E. $3.58 Million F/P PIF FIA PIA A/F A/P 1 1.0800 0.9259 1.0000 0.9259 1.0000 1.0800 2. Calculate the PW based on the expected net annual revenues calculated using the three-point estimation technique. 2 1.1664 0.8573 2.0800 1.7833 0.4808 0.5608 0.3080 0.2219 3 1.2597 0.7938 3.2464 2.5771 0.3880 O A. $5.37 Million 4 1.3605 0.7350 4.5061 3.3121 0.3019 5 1.4693 0.6806 5.8666 3.9927 0.1705 0.2505 O B. $3.36 Million 6. 1.5869 0.6302 7.3359 4.6229 0.1363 0.2163 O C. $2.01 Million 7 1,7138 0.5835 8.9228 5.2064 0.1121 0.1921 O D. $3.58 Million 0.5403 0.5002 8 1.8509 10.6366 5.7466 0.0940 0.1740 0.1601 0.1490 9 1.9990 12.4876 6.2469 0.0801 O E. $3.47 Million 10 2.1589 0.4632 14.4866 6.7101 0.0690 11 2.3316 0.4289 16.6455 7.1390 0.0601 0.1401 12 2.5182 0.3971 18.9771 7.5361 0.0527 0.1327 13 2.7196 0.3677 21.4953 7.9038 0.0465 0.1265 14 2.9372 0.3405 24.2149 8.2442 0.0413 0.1213 15 3.1722 0.3152 27.1521 8.5595 0.0368 0.1168
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