1a. 1b. 2. You are looking to buy a new car. The purchase price of the one you want is $15,000 and requires a $3,000 down payment. If the financing rate is 6.75% APR for four years, what will your monthly payments be? Suppose there is a special promotion that allows you to get $500 back (and still finance the rest at 6.75% APR) or get a 2.9% APR for four years. Which option will you choose? You can afford $1,000 a month for a house payment. You figure taxes and insurance will be about $250 a month. Assuming mortgage rates are 7% APR for a fixed rate loan, how much can you pay for a house assuming: a) a 20 year mortgage; b) a 25 year mortgage; c) a 30 year mortgage?

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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1a.
1b.
2.
3.
Time Value of Money
You are looking to buy a new car. The purchase price of the one you want is $15,000 and requires a
$3,000 down payment. If the financing rate is 6.75% APR for four years, what will your monthly
payments be?
Suppose there is a special promotion that allows you to get $500 back (and still finance the rest at
6.75% APR) or get a 2.9% APR for four years. Which option will you choose?
You can afford $1,000 a month for a house payment. You figure taxes and insurance will be about
$250 a month. Assuming mortgage rates are 7% APR for a fixed rate loan, how much can you pay
for a house assuming: a) a 20 year mortgage; b) a 25 year mortgage; c) a 30 year mortgage?
Your TV blows up while watching Springer. The new one you would like to have costs $500, which
you don't have right now. Rent-To-Own has the TV you want for $10.56 per week, due on Monday of
each week with the first payment to be made when you take possession. At the end of 1 year (52
payments), you own the set. What interest rate are they charging?
Transcribed Image Text:1a. 1b. 2. 3. Time Value of Money You are looking to buy a new car. The purchase price of the one you want is $15,000 and requires a $3,000 down payment. If the financing rate is 6.75% APR for four years, what will your monthly payments be? Suppose there is a special promotion that allows you to get $500 back (and still finance the rest at 6.75% APR) or get a 2.9% APR for four years. Which option will you choose? You can afford $1,000 a month for a house payment. You figure taxes and insurance will be about $250 a month. Assuming mortgage rates are 7% APR for a fixed rate loan, how much can you pay for a house assuming: a) a 20 year mortgage; b) a 25 year mortgage; c) a 30 year mortgage? Your TV blows up while watching Springer. The new one you would like to have costs $500, which you don't have right now. Rent-To-Own has the TV you want for $10.56 per week, due on Monday of each week with the first payment to be made when you take possession. At the end of 1 year (52 payments), you own the set. What interest rate are they charging?
PRESENT VALUE OF AN ANNUITY
Pds 0.2416667% 0.3461538% 0.5625000% 0.5833333% 6.0000000% 8.0000000%
1
10
15
0.99655
0.99441
9.81222
9.69746
14.71393
14.59264
14.34598
19.50137
19.29117
18.865594
24.23138
23.90922
23.260900
28.90465
28.44816
27.534299
33.52186
32.90935 31.689515
38.08367
37.29413
35.729813
42.59077
41.60380 39.658369
43.48568
42.45683
40.430945
44.37843
43.30692
41.199200
45.26903
44.15408
41.963157
46.15748
44.99832 42.722841
47.04379
45.83964 43.478276
47.92797
46.67806
44.229485
48.81001
47.51359
44.976492
49.68993
48.34624
45.719321
50.56772
49.17602
46.457995
51.44340
50.00293 47.192537
240
181.94885 162.83526 131.514956
300 213.20757 186.43900 144.736332
360 240.25180
20
25
0.99759
9.86836
30
35
40
45
46
47
48
49
50
51
52
53
54
55
0.99420
9.68651
14.32254
18.82569
23.19977
27.44847
31.57539
35.58401
39.47774
40.24299
41.00380
41.76020
42.51221
43.25986
44.00318
44.74218
45.47690
46.20736
46.93358
128.98251
141.48690
205.62290 154.178682 150.30757
0.94340
7.36009
9.71225
11.46992
12.78336
13.76483
14.49825
15.04630
15.45583
15.52437
15.58903
15.65003
15.70757
15.76186
15.81308
15.86139
15.90697
15.94998
15.99054
0.92593
6.71008
8.55948
9.81815
10.67478
11.25778
11.65457
11.92461
12.10840
12.31741
13.16427
12.18914
12.21216
12.23348
12.25323
12.27151
12.28843
12.30410
12.31861
Transcribed Image Text:PRESENT VALUE OF AN ANNUITY Pds 0.2416667% 0.3461538% 0.5625000% 0.5833333% 6.0000000% 8.0000000% 1 10 15 0.99655 0.99441 9.81222 9.69746 14.71393 14.59264 14.34598 19.50137 19.29117 18.865594 24.23138 23.90922 23.260900 28.90465 28.44816 27.534299 33.52186 32.90935 31.689515 38.08367 37.29413 35.729813 42.59077 41.60380 39.658369 43.48568 42.45683 40.430945 44.37843 43.30692 41.199200 45.26903 44.15408 41.963157 46.15748 44.99832 42.722841 47.04379 45.83964 43.478276 47.92797 46.67806 44.229485 48.81001 47.51359 44.976492 49.68993 48.34624 45.719321 50.56772 49.17602 46.457995 51.44340 50.00293 47.192537 240 181.94885 162.83526 131.514956 300 213.20757 186.43900 144.736332 360 240.25180 20 25 0.99759 9.86836 30 35 40 45 46 47 48 49 50 51 52 53 54 55 0.99420 9.68651 14.32254 18.82569 23.19977 27.44847 31.57539 35.58401 39.47774 40.24299 41.00380 41.76020 42.51221 43.25986 44.00318 44.74218 45.47690 46.20736 46.93358 128.98251 141.48690 205.62290 154.178682 150.30757 0.94340 7.36009 9.71225 11.46992 12.78336 13.76483 14.49825 15.04630 15.45583 15.52437 15.58903 15.65003 15.70757 15.76186 15.81308 15.86139 15.90697 15.94998 15.99054 0.92593 6.71008 8.55948 9.81815 10.67478 11.25778 11.65457 11.92461 12.10840 12.31741 13.16427 12.18914 12.21216 12.23348 12.25323 12.27151 12.28843 12.30410 12.31861
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