1.Use Table 11-1 to calculate the compound amount (in $) on an investment of $5,500 at 10% interest, compounded semiannually, for 16 years. (Round your answer to the nearest cent.) 2.Maria invests $4,300, at 6% interest, compounded quarterly for one year. Use Table 11-1 to calculate the annual percentage yield (APY) for her investment (as a %). Note: "Annual percentage yield" is also known as "effective interest rate." (Round your answer to two decimal places.)% 3.As a savings plan for college, when their son Bob was born, the Wilburs deposited $10,000 in an account paying 7% compounded annually. How much will the account be worth (in $) when Bob is 18 years old? (Use Table 11-1.) 4.You invest $19,000 at 6% interest, compounded monthly, for 2 years. Use the compound interest formula to calculate the compound amount (in $) for your investment. (Round your answer to the nearest cent.) 个|小1 of 1- |++ Automatic Zoom>>Periods9%10%11%12%13%14%15%16%17%18%Periods11.090001.100001.110001.120001.130001.140001.150001.160001.170001.18000121.188101.210001.232101.254401.276901.299601.322501.345601.368901.39240231.295031.331001.367631.404931.442901.481541.520881.560901.601611.64303341.411581.464101.518071.573521.630471.688961.749011.810641.873891.9387841.538621.610511.685061.762341.842441.925412.011362.100342.192452.2877651.677101.771561.870411.973822.081952.194972.313062.436402.565162.6995571.828041.948722.076162.210682.352612.502272.660022.826223.001243.1854773.059023.5178881.992562.143592.304542.475962.658442.852593.278413.511453.7588682.171892.357952.558042.773083.004043.251953.802964.108404.435459102.367362.593742.839423.105853.394573.707224.045564.411444.806835.2338410112.580432.853123.151763.478553.835864.226234.652395.117265.623996.1759311122.812663.138433.498453.895984.334524.817905.350255.936036.580077.2875912133.065803.452273.883284.363494.898015.492416.152796.885797.698688.5993613143.341733.797504.310444.887115.534756.261357.075717.987529.0074510.1472414153.642484.177254.784595.473576.254277.137948.137069.2655210.5387211.9737515163.970314.594975.310896.130397.067338.137259.3576210.7480012.3303014.1290216174.327635.054475.895096.866047.986089.2764610.7612612.4676814.4264616.6722517184.717125.559926.543557.689979.0242710.5751712.3754514.4625116.8789519.6732518195.141666.115917.263348.6127610.1974212.0556914.2317716.7765219.7483823.2144419205.604416.727508.062319.6462911.5230913.7434916.3665419.4607623.1056027.3930320216.108817.400258.9491710.8038513.0210915.6675818.8215222.5744827.0335532.3237821226.658608.140279.9335712.1003114.7138317.8610421.6447526.1864031.62925 38.1420622237.257878.9543011.0262713.5523516.6266320.3615824.8914630.3762237.00623 45.0076323247.911089.8497312.2391615.1786318.7880923.2122128.6251835.23642 43.29729 53.1090124258.6230810.8347113.5854617.0000621.2305426.4619232.91895 40.87424 50.65783 62.6686325The values in Table 11-1 were generated by the formula FV = (1 + i)" rounded to five decimal places, where i is the interestrate per period and n is the total number of periods.

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Description: 1.Use Table 11-1 to calculate the compound amount (in $) on an investment of $5,500 at 10% interest, compounded semiannually, for 16 years. (Round your answer to the nearest cent.) 2.Maria invests $4,300, at 6% interest, compounded quarterly for one

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Advanced Engineering Mathematics

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ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Use Table 11-1 to calculate the compound amount (in $) on an investment of $5,500 at 10% interest, compounded semiannually, for 16 years. (Round your answer to the nearest cent.)

Maria invests $4,300, at 6% interest, compounded quarterly for one year. Use Table 11-1 to calculate the annual percentage yield (APY) for her investment (as a %). Note: "Annual percentage yield" is also known as "effective interest rate." (Round your answer to two decimal places.)

As a savings plan for college, when their son Bob was born, the Wilburs deposited $10,000 in an account paying 7% compounded annually. How much will the account be worth (in $) when Bob is 18 years old? (Use Table 11-1.)

You invest $19,000 at 6% interest, compounded monthly, for 2 years. Use the compound interest formula to calculate the compound amount (in $) for your investment. (Round your answer to the nearest cent.)

个|小
1 of 1
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Periods
9%
10%
11%
12%
13%
14%
15%
16%
17%
18%
Periods
1
1.09000
1.10000
1.11000
1.12000
1.13000
1.14000
1.15000
1.16000
1.17000
1.18000
1
2
1.18810
1.21000
1.23210
1.25440
1.27690
1.29960
1.32250
1.34560
1.36890
1.39240
2
3
1.29503
1.33100
1.36763
1.40493
1.44290
1.48154
1.52088
1.56090
1.60161
1.64303
3
4
1.41158
1.46410
1.51807
1.57352
1.63047
1.68896
1.74901
1.81064
1.87389
1.93878
4
1.53862
1.61051
1.68506
1.76234
1.84244
1.92541
2.01136
2.10034
2.19245
2.28776
5
1.67710
1.77156
1.87041
1.97382
2.08195
2.19497
2.31306
2.43640
2.56516
2.69955
7
1.82804
1.94872
2.07616
2.21068
2.35261
2.50227
2.66002
2.82622
3.00124
3.18547
7
3.05902
3.51788
8
1.99256
2.14359
2.30454
2.47596
2.65844
2.85259
3.27841
3.51145
3.75886
8
2.17189
2.35795
2.55804
2.77308
3.00404
3.25195
3.80296
4.10840
4.43545
9
10
2.36736
2.59374
2.83942
3.10585
3.39457
3.70722
4.04556
4.41144
4.80683
5.23384
10
11
2.58043
2.85312
3.15176
3.47855
3.83586
4.22623
4.65239
5.11726
5.62399
6.17593
11
12
2.81266
3.13843
3.49845
3.89598
4.33452
4.81790
5.35025
5.93603
6.58007
7.28759
12
13
3.06580
3.45227
3.88328
4.36349
4.89801
5.49241
6.15279
6.88579
7.69868
8.59936
13
14
3.34173
3.79750
4.31044
4.88711
5.53475
6.26135
7.07571
7.98752
9.00745
10.14724
14
15
3.64248
4.17725
4.78459
5.47357
6.25427
7.13794
8.13706
9.26552
10.53872
11.97375
15
16
3.97031
4.59497
5.31089
6.13039
7.06733
8.13725
9.35762
10.74800
12.33030
14.12902
16
17
4.32763
5.05447
5.89509
6.86604
7.98608
9.27646
10.76126
12.46768
14.42646
16.67225
17
18
4.71712
5.55992
6.54355
7.68997
9.02427
10.57517
12.37545
14.46251
16.87895
19.67325
18
19
5.14166
6.11591
7.26334
8.61276
10.19742
12.05569
14.23177
16.77652
19.74838
23.21444
19
20
5.60441
6.72750
8.06231
9.64629
11.52309
13.74349
16.36654
19.46076
23.10560
27.39303
20
21
6.10881
7.40025
8.94917
10.80385
13.02109
15.66758
18.82152
22.57448
27.03355
32.32378
21
22
6.65860
8.14027
9.93357
12.10031
14.71383
17.86104
21.64475
26.18640
31.62925 38.14206
22
23
7.25787
8.95430
11.02627
13.55235
16.62663
20.36158
24.89146
30.37622
37.00623 45.00763
23
24
7.91108
9.84973
12.23916
15.17863
18.78809
23.21221
28.62518
35.23642 43.29729 53.10901
24
25
8.62308
10.83471
13.58546
17.00006
21.23054
26.46192
32.91895 40.87424 50.65783 62.66863
25
The values in Table 11-1 were generated by the formula FV = (1 + i)" rounded to five decimal places, where i is the interest
rate per period and n is the total number of periods.

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