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Question : 66. Present Value of 1 Periods : 1236267

Accounting

 

 

66.

Present Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

0.9151

0.8890

0.8638

0.8396

0.8163

0.7938

0.7722

0.7513

0.7118

4

0.8885

0.8548

0.8227

0.7921

0.7629

0.7350

0.7084

0.6830

0.6355

5

0.8626

0.8219

0.7835

0.7473

0.7130

0.6806

0.6499

0.6209

0.5674

6

0.8375

0.7903

0.7462

0.7050

0.6663

0.6302

0.5963

0.5645

0.5066

7

0.8131

0.7599

0.7107

0.6651

0.6227

0.5835

0.5470

0.5132

0.4523

8

0.7894

0.7307

0.6768

0.6274

0.5820

0.5403

0.5019

0.4665

0.4039

9

0.7664

0.7026

0.6446

0.5919

0.5439

0.5002

0.4604

0.4241

0.3606

10

0.7441

0.6756

0.6139

0.5584

0.5083

0.4632

0.4224

0.3855

0.3220

Future Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

1.0927

1.1249

1.1576

1.1910

1.2250

1.2597

1.2950

1.3310

1.4049

4

1.1255

1.1699

1.2155

1.2625

1.3108

1.3605

1.4116

1.4641

1.5735

5

1.1593

1.2167

1.2763

1.3382

1.4026

1.4693

1.5386

1.6105

1.7623

6

1.1941

1.2653

1.3401

1.4185

1.5007

1.5869

1.6771

1.7716

1.9738

7

1.2299

1.3159

1.4071

1.5036

1.6058

1.7138

1.8280

1.9487

2.2107

8

1.2668

1.3686

1.4775

1.5938

1.7182

1.8509

1.9926

2.1436

2.4760

9

1.3048

1.4233

1.5513

1.6895

1.8385

1.9990

2.1719

2.3579

2.7731

10

1.3439

1.4802

1.6289

1.7908

1.9672

2.1589

2.3674

2.5937

3.1058

Present Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

2.8286

2.7751

2.7232

2.6730

2.6243

2.5771

2.5313

2.4869

2.4018

4

3.7171

3.6299

3.5460

3.4651

3.3872

3.3121

3.2397

3.1699

3.0373

5

4.5797

4.4518

4.3295

4.2124

4.1002

3.9927

3.8897

3.7908

3.6048

6

5.4172

5.2421

5.0757

4.9173

4.7665

4.6229

4.4859

4.3553

4.1114

7

6.2303

6.0021

5.7864

5.5824

5.3893

5.2064

5.0330

4.8684

4.5638

8

7.0197

6.7327

6.4632

6.2098

5.9713

5.7466

5.5348

5.3349

4.9676

9

7.7861

7.4353

7.1078

6.8017

6.5152

6.2469

5.9952

5.7950

5.3282

10

8.5302

8.1109

7.7217

7.3601

7.0236

6.7101

6.4177

6.1446

5.6502

 Future Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

3.0909

3.1216

3.1525

3.1836

3.2149

3.2464

3.2781

3.3100

3.3744

4

4.1836

4.2465

4.3101

4.3746

4.4399

4.5061

4.5731

4.6410

4.7793

5

5.3091

5.4163

5.5256

5.6371

5.7507

5.8666

5.9847

6.1051

6.3528

6

6.4684

6.6330

6.8019

6.9753

7.1533

7.3359

7.5233

7.7156

8.1152

7

7.6625

7.8983

8.1420

8.3938

8.6540

8.9228

9.2004

9.4872

10.089

8

8.8923

9.2142

9.5491

9.8975

10.260

10.637

11.029

11.436

12.300

9

10.159

10.583

11.027

11.491

11.978

12.488

13.021

13.580

14.776

10

11.464

12.006

12.578

13.181

13.816

14.487

15.193

15.937

17.549

City Peewee League borrowed $883,212, and must make annual year-end payments of $120,000 each. If City’s interest rate is 6%, how many years will it take to pay off the loan?    

 

 

 

 

67.

Present Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

0.9151

0.8890

0.8638

0.8396

0.8163

0.7938

0.7722

0.7513

0.7118

4

0.8885

0.8548

0.8227

0.7921

0.7629

0.7350

0.7084

0.6830

0.6355

5

0.8626

0.8219

0.7835

0.7473

0.7130

0.6806

0.6499

0.6209

0.5674

6

0.8375

0.7903

0.7462

0.7050

0.6663

0.6302

0.5963

0.5645

0.5066

7

0.8131

0.7599

0.7107

0.6651

0.6227

0.5835

0.5470

0.5132

0.4523

8

0.7894

0.7307

0.6768

0.6274

0.5820

0.5403

0.5019

0.4665

0.4039

9

0.7664

0.7026

0.6446

0.5919

0.5439

0.5002

0.4604

0.4241

0.3606

10

0.7441

0.6756

0.6139

0.5584

0.5083

0.4632

0.4224

0.3855

0.3220

Future Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

1.0927

1.1249

1.1576

1.1910

1.2250

1.2597

1.2950

1.3310

1.4049

4

1.1255

1.1699

1.2155

1.2625

1.3108

1.3605

1.4116

1.4641

1.5735

5

1.1593

1.2167

1.2763

1.3382

1.4026

1.4693

1.5386

1.6105

1.7623

6

1.1941

1.2653

1.3401

1.4185

1.5007

1.5869

1.6771

1.7716

1.9738

7

1.2299

1.3159

1.4071

1.5036

1.6058

1.7138

1.8280

1.9487

2.2107

8

1.2668

1.3686

1.4775

1.5938

1.7182

1.8509

1.9926

2.1436

2.4760

9

1.3048

1.4233

1.5513

1.6895

1.8385

1.9990

2.1719

2.3579

2.7731

10

1.3439

1.4802

1.6289

1.7908

1.9672

2.1589

2.3674

2.5937

3.1058

Present Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

2.8286

2.7751

2.7232

2.6730

2.6243

2.5771

2.5313

2.4869

2.4018

4

3.7171

3.6299

3.5460

3.4651

3.3872

3.3121

3.2397

3.1699

3.0373

5

4.5797

4.4518

4.3295

4.2124

4.1002

3.9927

3.8897

3.7908

3.6048

6

5.4172

5.2421

5.0757

4.9173

4.7665

4.6229

4.4859

4.3553

4.1114

7

6.2303

6.0021

5.7864

5.5824

5.3893

5.2064

5.0330

4.8684

4.5638

8

7.0197

6.7327

6.4632

6.2098

5.9713

5.7466

5.5348

5.3349

4.9676

9

7.7861

7.4353

7.1078

6.8017

6.5152

6.2469

5.9952

5.7950

5.3282

10

8.5302

8.1109

7.7217

7.3601

7.0236

6.7101

6.4177

6.1446

5.6502

 Future Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

3.0909

3.1216

3.1525

3.1836

3.2149

3.2464

3.2781

3.3100

3.3744

4

4.1836

4.2465

4.3101

4.3746

4.4399

4.5061

4.5731

4.6410

4.7793

5

5.3091

5.4163

5.5256

5.6371

5.7507

5.8666

5.9847

6.1051

6.3528

6

6.4684

6.6330

6.8019

6.9753

7.1533

7.3359

7.5233

7.7156

8.1152

7

7.6625

7.8983

8.1420

8.3938

8.6540

8.9228

9.2004

9.4872

10.089

8

8.8923

9.2142

9.5491

9.8975

10.260

10.637

11.029

11.436

12.300

9

10.159

10.583

11.027

11.491

11.978

12.488

13.021

13.580

14.776

10

11.464

12.006

12.578

13.181

13.816

14.487

15.193

15.937

17.549

Giuliani Co. lends $524,210 to Craig Corporation. The terms of the loan require that Craig make six semiannual period-end payments of $100,000 each. What semiannual interest rate is Craig paying on the loan?    

 

 

 

 

68.

Present Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

0.9151

0.8890

0.8638

0.8396

0.8163

0.7938

0.7722

0.7513

0.7118

4

0.8885

0.8548

0.8227

0.7921

0.7629

0.7350

0.7084

0.6830

0.6355

5

0.8626

0.8219

0.7835

0.7473

0.7130

0.6806

0.6499

0.6209

0.5674

6

0.8375

0.7903

0.7462

0.7050

0.6663

0.6302

0.5963

0.5645

0.5066

7

0.8131

0.7599

0.7107

0.6651

0.6227

0.5835

0.5470

0.5132

0.4523

8

0.7894

0.7307

0.6768

0.6274

0.5820

0.5403

0.5019

0.4665

0.4039

9

0.7664

0.7026

0.6446

0.5919

0.5439

0.5002

0.4604

0.4241

0.3606

10

0.7441

0.6756

0.6139

0.5584

0.5083

0.4632

0.4224

0.3855

0.3220

Future Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

1.0927

1.1249

1.1576

1.1910

1.2250

1.2597

1.2950

1.3310

1.4049

4

1.1255

1.1699

1.2155

1.2625

1.3108

1.3605

1.4116

1.4641

1.5735

5

1.1593

1.2167

1.2763

1.3382

1.4026

1.4693

1.5386

1.6105

1.7623

6

1.1941

1.2653

1.3401

1.4185

1.5007

1.5869

1.6771

1.7716

1.9738

7

1.2299

1.3159

1.4071

1.5036

1.6058

1.7138

1.8280

1.9487

2.2107

8

1.2668

1.3686

1.4775

1.5938

1.7182

1.8509

1.9926

2.1436

2.4760

9

1.3048

1.4233

1.5513

1.6895

1.8385

1.9990

2.1719

2.3579

2.7731

10

1.3439

1.4802

1.6289

1.7908

1.9672

2.1589

2.3674

2.5937

3.1058

Present Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

2.8286

2.7751

2.7232

2.6730

2.6243

2.5771

2.5313

2.4869

2.4018

4

3.7171

3.6299

3.5460

3.4651

3.3872

3.3121

3.2397

3.1699

3.0373

5

4.5797

4.4518

4.3295

4.2124

4.1002

3.9927

3.8897

3.7908

3.6048

6

5.4172

5.2421

5.0757

4.9173

4.7665

4.6229

4.4859

4.3553

4.1114

7

6.2303

6.0021

5.7864

5.5824

5.3893

5.2064

5.0330

4.8684

4.5638

8

7.0197

6.7327

6.4632

6.2098

5.9713

5.7466

5.5348

5.3349

4.9676

9

7.7861

7.4353

7.1078

6.8017

6.5152

6.2469

5.9952

5.7950

5.3282

10

8.5302

8.1109

7.7217

7.3601

7.0236

6.7101

6.4177

6.1446

5.6502

 Future Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

3.0909

3.1216

3.1525

3.1836

3.2149

3.2464

3.2781

3.3100

3.3744

4

4.1836

4.2465

4.3101

4.3746

4.4399

4.5061

4.5731

4.6410

4.7793

5

5.3091

5.4163

5.5256

5.6371

5.7507

5.8666

5.9847

6.1051

6.3528

6

6.4684

6.6330

6.8019

6.9753

7.1533

7.3359

7.5233

7.7156

8.1152

7

7.6625

7.8983

8.1420

8.3938

8.6540

8.9228

9.2004

9.4872

10.089

8

8.8923

9.2142

9.5491

9.8975

10.260

10.637

11.029

11.436

12.300

9

10.159

10.583

11.027

11.491

11.978

12.488

13.021

13.580

14.776

10

11.464

12.006

12.578

13.181

13.816

14.487

15.193

15.937

17.549

A company is beginning a savings plan. It will be saving $15,000 per year for the next 10 years. How much will the company have accumulated after the tenth year-end deposit, assuming the fund earns 10% interest?    

 

 

 

 

69.

Present Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

0.9151

0.8890

0.8638

0.8396

0.8163

0.7938

0.7722

0.7513

0.7118

4

0.8885

0.8548

0.8227

0.7921

0.7629

0.7350

0.7084

0.6830

0.6355

5

0.8626

0.8219

0.7835

0.7473

0.7130

0.6806

0.6499

0.6209

0.5674

6

0.8375

0.7903

0.7462

0.7050

0.6663

0.6302

0.5963

0.5645

0.5066

7

0.8131

0.7599

0.7107

0.6651

0.6227

0.5835

0.5470

0.5132

0.4523

8

0.7894

0.7307

0.6768

0.6274

0.5820

0.5403

0.5019

0.4665

0.4039

9

0.7664

0.7026

0.6446

0.5919

0.5439

0.5002

0.4604

0.4241

0.3606

10

0.7441

0.6756

0.6139

0.5584

0.5083

0.4632

0.4224

0.3855

0.3220

Future Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

1.0927

1.1249

1.1576

1.1910

1.2250

1.2597

1.2950

1.3310

1.4049

4

1.1255

1.1699

1.2155

1.2625

1.3108

1.3605

1.4116

1.4641

1.5735

5

1.1593

1.2167

1.2763

1.3382

1.4026

1.4693

1.5386

1.6105

1.7623

6

1.1941

1.2653

1.3401

1.4185

1.5007

1.5869

1.6771

1.7716

1.9738

7

1.2299

1.3159

1.4071

1.5036

1.6058

1.7138

1.8280

1.9487

2.2107

8

1.2668

1.3686

1.4775

1.5938

1.7182

1.8509

1.9926

2.1436

2.4760

9

1.3048

1.4233

1.5513

1.6895

1.8385

1.9990

2.1719

2.3579

2.7731

10

1.3439

1.4802

1.6289

1.7908

1.9672

2.1589

2.3674

2.5937

3.1058

Present Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

2.8286

2.7751

2.7232

2.6730

2.6243

2.5771

2.5313

2.4869

2.4018

4

3.7171

3.6299

3.5460

3.4651

3.3872

3.3121

3.2397

3.1699

3.0373

5

4.5797

4.4518

4.3295

4.2124

4.1002

3.9927

3.8897

3.7908

3.6048

6

5.4172

5.2421

5.0757

4.9173

4.7665

4.6229

4.4859

4.3553

4.1114

7

6.2303

6.0021

5.7864

5.5824

5.3893

5.2064

5.0330

4.8684

4.5638

8

7.0197

6.7327

6.4632

6.2098

5.9713

5.7466

5.5348

5.3349

4.9676

9

7.7861

7.4353

7.1078

6.8017

6.5152

6.2469

5.9952

5.7950

5.3282

10

8.5302

8.1109

7.7217

7.3601

7.0236

6.7101

6.4177

6.1446

5.6502

 Future Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

3.0909

3.1216

3.1525

3.1836

3.2149

3.2464

3.2781

3.3100

3.3744

4

4.1836

4.2465

4.3101

4.3746

4.4399

4.5061

4.5731

4.6410

4.7793

5

5.3091

5.4163

5.5256

5.6371

5.7507

5.8666

5.9847

6.1051

6.3528

6

6.4684

6.6330

6.8019

6.9753

7.1533

7.3359

7.5233

7.7156

8.1152

7

7.6625

7.8983

8.1420

8.3938

8.6540

8.9228

9.2004

9.4872

10.089

8

8.8923

9.2142

9.5491

9.8975

10.260

10.637

11.029

11.436

12.300

9

10.159

10.583

11.027

11.491

11.978

12.488

13.021

13.580

14.776

10

11.464

12.006

12.578

13.181

13.816

14.487

15.193

15.937

17.549

A company is beginning a savings plan to purchase a new building. It will be saving $43,000 per year for the next 10 years. How much will the company have accumulated after the tenth year-end deposit, assuming the fund earns 9% interest?    

 

 

 

 

70.

Present Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

0.9151

0.8890

0.8638

0.8396

0.8163

0.7938

0.7722

0.7513

0.7118

4

0.8885

0.8548

0.8227

0.7921

0.7629

0.7350

0.7084

0.6830

0.6355

5

0.8626

0.8219

0.7835

0.7473

0.7130

0.6806

0.6499

0.6209

0.5674

6

0.8375

0.7903

0.7462

0.7050

0.6663

0.6302

0.5963

0.5645

0.5066

7

0.8131

0.7599

0.7107

0.6651

0.6227

0.5835

0.5470

0.5132

0.4523

8

0.7894

0.7307

0.6768

0.6274

0.5820

0.5403

0.5019

0.4665

0.4039

9

0.7664

0.7026

0.6446

0.5919

0.5439

0.5002

0.4604

0.4241

0.3606

10

0.7441

0.6756

0.6139

0.5584

0.5083

0.4632

0.4224

0.3855

0.3220

Future Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

1.0927

1.1249

1.1576

1.1910

1.2250

1.2597

1.2950

1.3310

1.4049

4

1.1255

1.1699

1.2155

1.2625

1.3108

1.3605

1.4116

1.4641

1.5735

5

1.1593

1.2167

1.2763

1.3382

1.4026

1.4693

1.5386

1.6105

1.7623

6

1.1941

1.2653

1.3401

1.4185

1.5007

1.5869

1.6771

1.7716

1.9738

7

1.2299

1.3159

1.4071

1.5036

1.6058

1.7138

1.8280

1.9487

2.2107

8

1.2668

1.3686

1.4775

1.5938

1.7182

1.8509

1.9926

2.1436

2.4760

9

1.3048

1.4233

1.5513

1.6895

1.8385

1.9990

2.1719

2.3579

2.7731

10

1.3439

1.4802

1.6289

1.7908

1.9672

2.1589

2.3674

2.5937

3.1058

Present Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

2.8286

2.7751

2.7232

2.6730

2.6243

2.5771

2.5313

2.4869

2.4018

4

3.7171

3.6299

3.5460

3.4651

3.3872

3.3121

3.2397

3.1699

3.0373

5

4.5797

4.4518

4.3295

4.2124

4.1002

3.9927

3.8897

3.7908

3.6048

6

5.4172

5.2421

5.0757

4.9173

4.7665

4.6229

4.4859

4.3553

4.1114

7

6.2303

6.0021

5.7864

5.5824

5.3893

5.2064

5.0330

4.8684

4.5638

8

7.0197

6.7327

6.4632

6.2098

5.9713

5.7466

5.5348

5.3349

4.9676

9

7.7861

7.4353

7.1078

6.8017

6.5152

6.2469

5.9952

5.7950

5.3282

10

8.5302

8.1109

7.7217

7.3601

7.0236

6.7101

6.4177

6.1446

5.6502

 Future Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

3.0909

3.1216

3.1525

3.1836

3.2149

3.2464

3.2781

3.3100

3.3744

4

4.1836

4.2465

4.3101

4.3746

4.4399

4.5061

4.5731

4.6410

4.7793

5

5.3091

5.4163

5.5256

5.6371

5.7507

5.8666

5.9847

6.1051

6.3528

6

6.4684

6.6330

6.8019

6.9753

7.1533

7.3359

7.5233

7.7156

8.1152

7

7.6625

7.8983

8.1420

8.3938

8.6540

8.9228

9.2004

9.4872

10.089

8

8.8923

9.2142

9.5491

9.8975

10.260

10.637

11.029

11.436

12.300

9

10.159

10.583

11.027

11.491

11.978

12.488

13.021

13.580

14.776

10

11.464

12.006

12.578

13.181

13.816

14.487

15.193

15.937

17.549

You are little late planning your retirement, but are looking forward to retiring in 10 years. You expect to save $6,000 a year at an annual rate of 8%. How much will you have accumulated when you retire?    

 

 

 

 

 

71.

Present Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

0.9151

0.8890

0.8638

0.8396

0.8163

0.7938

0.7722

0.7513

0.7118

4

0.8885

0.8548

0.8227

0.7921

0.7629

0.7350

0.7084

0.6830

0.6355

5

0.8626

0.8219

0.7835

0.7473

0.7130

0.6806

0.6499

0.6209

0.5674

6

0.8375

0.7903

0.7462

0.7050

0.6663

0.6302

0.5963

0.5645

0.5066

7

0.8131

0.7599

0.7107

0.6651

0.6227

0.5835

0.5470

0.5132

0.4523

8

0.7894

0.7307

0.6768

0.6274

0.5820

0.5403

0.5019

0.4665

0.4039

9

0.7664

0.7026

0.6446

0.5919

0.5439

0.5002

0.4604

0.4241

0.3606

10

0.7441

0.6756

0.6139

0.5584

0.5083

0.4632

0.4224

0.3855

0.3220

Future Value of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

1.0927

1.1249

1.1576

1.1910

1.2250

1.2597

1.2950

1.3310

1.4049

4

1.1255

1.1699

1.2155

1.2625

1.3108

1.3605

1.4116

1.4641

1.5735

5

1.1593

1.2167

1.2763

1.3382

1.4026

1.4693

1.5386

1.6105

1.7623

6

1.1941

1.2653

1.3401

1.4185

1.5007

1.5869

1.6771

1.7716

1.9738

7

1.2299

1.3159

1.4071

1.5036

1.6058

1.7138

1.8280

1.9487

2.2107

8

1.2668

1.3686

1.4775

1.5938

1.7182

1.8509

1.9926

2.1436

2.4760

9

1.3048

1.4233

1.5513

1.6895

1.8385

1.9990

2.1719

2.3579

2.7731

10

1.3439

1.4802

1.6289

1.7908

1.9672

2.1589

2.3674

2.5937

3.1058

Present Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

2.8286

2.7751

2.7232

2.6730

2.6243

2.5771

2.5313

2.4869

2.4018

4

3.7171

3.6299

3.5460

3.4651

3.3872

3.3121

3.2397

3.1699

3.0373

5

4.5797

4.4518

4.3295

4.2124

4.1002

3.9927

3.8897

3.7908

3.6048

6

5.4172

5.2421

5.0757

4.9173

4.7665

4.6229

4.4859

4.3553

4.1114

7

6.2303

6.0021

5.7864

5.5824

5.3893

5.2064

5.0330

4.8684

4.5638

8

7.0197

6.7327

6.4632

6.2098

5.9713

5.7466

5.5348

5.3349

4.9676

9

7.7861

7.4353

7.1078

6.8017

6.5152

6.2469

5.9952

5.7950

5.3282

10

8.5302

8.1109

7.7217

7.3601

7.0236

6.7101

6.4177

6.1446

5.6502

 Future Value of an Annuity of 1 

Periods

3%

4%

5%

6%

7%

8%

9%

10%

12%

3

3.0909

3.1216

3.1525

3.1836

3.2149

3.2464

3.2781

3.3100

3.3744

4

4.1836

4.2465

4.3101

4.3746

4.4399

4.5061

4.5731

4.6410

4.7793

5

5.3091

5.4163

5.5256

5.6371

5.7507

5.8666

5.9847

6.1051

6.3528

6

6.4684

6.6330

6.8019

6.9753

7.1533

7.3359

7.5233

7.7156

8.1152

7

7.6625

7.8983

8.1420

8.3938

8.6540

8.9228

9.2004

9.4872

10.089

8

8.8923

9.2142

9.5491

9.8975

10.260

10.637

11.029

11.436

12.300

9

10.159

10.583

11.027

11.491

11.978

12.488

13.021

13.580

14.776

10

11.464

12.006

12.578

13.181

13.816

14.487

15.193

15.937

17.549

A company is setting up a sinking fund to pay off $8,654,000 in bonds that are due in 7 years. The fund will earn 7% interest, and the company intends to put away a series of equal year-end amounts for 7 years. What is the amount of the annual deposits that the company must make?    

 

 

 

 

 

 

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July 1, 2023
    

Assignment 2 Network Design

Due Week 10 and worth 110 points

Imagine that you have been hired as a contractor by a local business that has recently purchased new office space for its growing business. Design a network for the local business based on the following information: The business has approximately fifty (50) employees, and the new office space will stretch across the third and fifth floors of a building. The fourth floor is currently occupied by another tenant.

Write a two to four (2-4) page paper in which you:

  1. Suggest the equipment that you would utilize to design and implement a network, based on the scenario. Justify the need for your suggestions.
  2. Recommend the strategy that you would use to combat the design challenge of occupying non-adjacent floors. Suggest a solution that includes the cabling / connecting of the two (2) differing office space floors.
  3. Determine the primary security concerns regarding the scenario in question. Explain the controls you would implement in order to lessen those concerns.
  4. Detail the specifics of your network design through the use of graphical tools in Visio, or an open source alternative such as Dia.Note: The graphically depicted solution is not included in the required page length
  5. Use at least three (3) quality resources in this assignment.Note: Wikipedia and similar Websites do not qualify as quality resources.
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July 1, 2023
    

Assignment 2 Network Design

Due Week 10 and worth 110 points

Imagine that you have been hired as a contractor by a local business that has recently purchased new office space for its growing business. Design a network for the local business based on the following information: The business has approximately fifty (50) employees, and the new office space will stretch across the third and fifth floors of a building. The fourth floor is currently occupied by another tenant.

Write a two to four (2-4) page paper in which you:

  1. Suggest the equipment that you would utilize to design and implement a network, based on the scenario. Justify the need for your suggestions.
  2. Recommend the strategy that you would use to combat the design challenge of occupying non-adjacent floors. Suggest a solution that includes the cabling / connecting of the two (2) differing office space floors.
  3. Determine the primary security concerns regarding the scenario in question. Explain the controls you would implement in order to lessen those concerns.
  4. Detail the specifics of your network design through the use of graphical tools in Visio, or an open source alternative such as Dia.Note: The graphically depicted solution is not included in the required page length
  5. Use at least three (3) quality resources in this assignment.Note: Wikipedia and similar Websites do not qualify as quality resources.
default image
July 1, 2023
    

Assignment 2 Network Design

Due Week 10 and worth 110 points

Imagine that you have been hired as a contractor by a local business that has recently purchased new office space for its growing business. Design a network for the local business based on the following information: The business has approximately fifty (50) employees, and the new office space will stretch across the third and fifth floors of a building. The fourth floor is currently occupied by another tenant.

Write a two to four (2-4) page paper in which you:

  1. Suggest the equipment that you would utilize to design and implement a network, based on the scenario. Justify the need for your suggestions.
  2. Recommend the strategy that you would use to combat the design challenge of occupying non-adjacent floors. Suggest a solution that includes the cabling / connecting of the two (2) differing office space floors.
  3. Determine the primary security concerns regarding the scenario in question. Explain the controls you would implement in order to lessen those concerns.
  4. Detail the specifics of your network design through the use of graphical tools in Visio, or an open source alternative such as Dia.Note: The graphically depicted solution is not included in the required page length
  5. Use at least three (3) quality resources in this assignment.Note: Wikipedia and similar Websites do not qualify as quality resources.
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By sending us your money, you buy the service we provide. Check out our terms and conditions if you prefer business talks to be laid out in official language.

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