An industrial firm can purchase a special machine for $70,000. A down payment of $5,000 is required, and the unpaid balance can be paid off in five equal year-end installments at 9% interest. As an alternative, the machine can be purchased for $66,000 in cash. If the firm's MARR is 10%, use the annual equivalent method to determine which alternative should be accepted. 6 Click the icon to view the interest factors for discrete compounding when i= 9% per year. 7 Click the icon to view the interest factors for discrete compounding when MARR = 10% per year. The annual equivalent worth of the first option is $ (Round to the nearest dollar.) The annual equivalent worth of the second option is $ 1. (Round to the nearest dollar.) Select the correct choice from the drop-down menu below. (1). is a better choice. 6: More Info

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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4. An industrial firm can purchase a special machine for $70,000. A down payment of $5,000 is required, and the unpaid balance can be paid off in five equal year-end
installments at 9% interest. As an alternative, the machine can be purchased for $66,000 in cash. If the firm's MARR is 10%, use the annual equivalent method to
determine which alternative should be accepted.
6
6 Click the icon to view the interest factors for discrete compounding when i= 9% per year.
7 Click the icon to view the interest factors for discrete compounding when MARR = 10% per year.
The annual equivalent worth of the first option is $
(Round to the nearest dollar.)
The annual equivalent worth of the second option is $
(Round to the nearest dollar.)
Select the correct choice from the drop-down menu below.
(1).
is a better choice.
6: More Info
Single Payment
Equal Payment Series
Compound
Present
Compound
Sinking
Present
Capital
Amount
Worth
Amount
Fund
Worth
Recovery
Factor
Factor
Factor
Factor
Factor
Factor
(F/P, i, N)
(P/F, i, N)
(F/A, i, N)
(A/F, i, N)
(PIA, I, N)
(A/P, i, N)
1
1.0900
0.9174
1.0000
1.0000
0.9174
1.0900
1.1881
0.8417
2.0900
0.4785
1.7591
0.5685
3
1.2950
0.7722
3.2781
0.3051
2.5313
0.3951
4
1.4116
0.7084
4.5731
0.2187
3.2397
0.3087
1.5386
0.6499
5.9847
0.1671
3.8897
0.2571
1.6771
0.5963
7.5233
0.1329
4.4859
0.2229
7
1.8280
0.5470
9,2004
0.1087
5.0330
0.1987
8
1.9926
0,5019
11,0285
0,0907
5.5348
0,1807
2.1719
0.4604
13.0210
0,0768
5.9952
0.1668
10
2.3674
0.4224
15.1929
0.0658
6.4177
0.1558
Transcribed Image Text:4. An industrial firm can purchase a special machine for $70,000. A down payment of $5,000 is required, and the unpaid balance can be paid off in five equal year-end installments at 9% interest. As an alternative, the machine can be purchased for $66,000 in cash. If the firm's MARR is 10%, use the annual equivalent method to determine which alternative should be accepted. 6 6 Click the icon to view the interest factors for discrete compounding when i= 9% per year. 7 Click the icon to view the interest factors for discrete compounding when MARR = 10% per year. The annual equivalent worth of the first option is $ (Round to the nearest dollar.) The annual equivalent worth of the second option is $ (Round to the nearest dollar.) Select the correct choice from the drop-down menu below. (1). is a better choice. 6: More Info Single Payment Equal Payment Series Compound Present Compound Sinking Present Capital Amount Worth Amount Fund Worth Recovery Factor Factor Factor Factor Factor Factor (F/P, i, N) (P/F, i, N) (F/A, i, N) (A/F, i, N) (PIA, I, N) (A/P, i, N) 1 1.0900 0.9174 1.0000 1.0000 0.9174 1.0900 1.1881 0.8417 2.0900 0.4785 1.7591 0.5685 3 1.2950 0.7722 3.2781 0.3051 2.5313 0.3951 4 1.4116 0.7084 4.5731 0.2187 3.2397 0.3087 1.5386 0.6499 5.9847 0.1671 3.8897 0.2571 1.6771 0.5963 7.5233 0.1329 4.4859 0.2229 7 1.8280 0.5470 9,2004 0.1087 5.0330 0.1987 8 1.9926 0,5019 11,0285 0,0907 5.5348 0,1807 2.1719 0.4604 13.0210 0,0768 5.9952 0.1668 10 2.3674 0.4224 15.1929 0.0658 6.4177 0.1558
Single Payment
Equal Payment Series
Compound
Present
Compound
Amount
Sinking
Present
Capital
Amount
Worth
Fund
Worth
Recovery
Factor
Factor
Factor
Factor
Factor
Factor
(F/P, i, N)
(P/F, i, N)
(F/A, i, N)
(A/F, i, N)
(P/A, i, N)
(A/P, i, N)
1
1.1000
0.9091
1.0000
1.0000
0.9091
1.1000
1.2100
0.8264
2.1000
0.4762
1.7355
0.5762
3
1.3310
0.7513
3.3100
0.3021
2.4869
0.4021
4
1.4641
0.6830
4.6410
0.2155
3.1699
0.3155
1.6105
0.6209
6.1051
0.1638
3.7908
0.2638
6
1.7716
0.5645
7.7156
0.1296
4.3553
0.2296
7
1.9487
0.5132
9.4872
0.1054
4.8684
0.2054
8
2.1436
0.4665
11.4359
0.0874
5.3349
0.1874
2.3579
0.4241
13.5795
0.0736
5.7590
0.1736
10
2.5937
0.3855
15.9374
0.0627
6.1446
0.1627
(1) O Option 2
Option 1
Transcribed Image Text:Single Payment Equal Payment Series Compound Present Compound Amount Sinking Present Capital Amount Worth Fund Worth Recovery Factor Factor Factor Factor Factor Factor (F/P, i, N) (P/F, i, N) (F/A, i, N) (A/F, i, N) (P/A, i, N) (A/P, i, N) 1 1.1000 0.9091 1.0000 1.0000 0.9091 1.1000 1.2100 0.8264 2.1000 0.4762 1.7355 0.5762 3 1.3310 0.7513 3.3100 0.3021 2.4869 0.4021 4 1.4641 0.6830 4.6410 0.2155 3.1699 0.3155 1.6105 0.6209 6.1051 0.1638 3.7908 0.2638 6 1.7716 0.5645 7.7156 0.1296 4.3553 0.2296 7 1.9487 0.5132 9.4872 0.1054 4.8684 0.2054 8 2.1436 0.4665 11.4359 0.0874 5.3349 0.1874 2.3579 0.4241 13.5795 0.0736 5.7590 0.1736 10 2.5937 0.3855 15.9374 0.0627 6.1446 0.1627 (1) O Option 2 Option 1
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