DUE TODAY 6/19/2016

1- Future values. Fill in the future values for the following table using one of the three methods​ below:

a.  Use the future value​ formula,

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FV equals PV times left parenthesis 1 plus r right parenthesis Superscript nFV=PV×(1+r)n.

b.  Use the TVM keys from a calculator.

c.  Use the TVM function in a spreadsheet.

Present Value Interest Rate Number of Periods Future Value  Copy to Clipboard+Open in Excel+  
​$    217.00217.00 3.53.5​%   33 ​?
​$15 comma 385.0015,385.00 6.56.5​% 3838 ​?
​$35 comma 800.0035,800.00 1212​% 2424 ​?
​$26 comma 047.0026,047.00 1818​% 1212 ​?
Present Value Interest Rate Number of Periods Future Value
​$    217.00217.00 3.53.5​%   33 ​$nothing   ​(Round to the nearest​ cent.)

2- Future

value.

Grand Opening Bank is offering a​ one-time investment opportunity for its new customers. A customer opening a new checking account can buy a special savings bond for

​$300300

​today, which the bank will compound at

99​%

for the next ten years. The savings bond must be held for at least five​ years, but can then be cashed in at the end of any year starting with year five. What is the value of the bond at each​ cash-in date up through year​ ten? ​ (Use an Excel spreadsheet to solve this​ problem.)

What is the value of the savings bond at the end of year​ five?

​$nothing   

​(Round to the nearest​ cent.)

3- Present

values.

Fill in the present values for the following table using one of the three methods​ below:

a.  Use the present value​ formula,

PV equals FV times StartFraction 1 Over left parenthesis 1 plus r right parenthesis Superscript n EndFractionPV=FV×1(1+r)n.

b.  Use the TVM keys from a calculator.

c.  Use the TVM function in a spreadsheet.

Future Value Interest Rate Number of Periods Present Value  Copy to Clipboard+Open in Excel+  
​$      846.00846.00 4.54.5​%   66 ​?
​$  86 comma 861.0086,861.00 88​% 3636 ​?
​$330 comma 607.00330,607.00 1111​% 2020 ​?
​$  25 comma 384.1525,384.15 1616​% 1313 ​?
Future Value Interest Rate Number of Periods Present Value
​$      846.00846.00 4.54.5​%   66 ​$nothing   ​(Round to the nearest​ cent.)

4- Present

value.

You are currently in the job market. Your dream is to earn a​ six-figure salary

​($140 comma 000140,000​).

You hope to accomplish this goal within the next

2929

years. In your​ field, salaries grow at

3.753.75​%

per year. What starting salary do you need to reach this​ goal?

What starting salary do you need to reach this​ goal?

​$nothing   

​(Round to the nearest​ cent.) 

5-Future value. You are a new employee with the Metro Daily

Planet.

The Planet offers three different retirement plans. Plan 1 starts the first day of work and puts

​$1 comma 4001,400

away in your retirement account at the end of every year for

4040

years. Plan 2 starts after 10 years and puts away

​$1 comma 9001,900

every year for

3030

years. Plan 3 starts after 20 years and puts away

$ 4 comma 400$4,400

every year for the last

2020

years of employment. All three plans guarantee an annual growth rate of

1212​%.

a.  Which plan should you choose if you plan to work at the Planet for

4040

​years?

b. Which plan should you choose if you plan to work at the Planet for only the next

3030

​years?

c. Which plan should you choose if you plan to work at the Planet for only the next

2020

​years?

d. Which plan should you choose if you plan to work at the Planet for only the next

1010

​years?

e. What do the answers in parts​ (a) through​ (d) imply about​ savings?

a.  Which plan should you choose if you plan to work at the Planet for

4040

​years?  ​(Select the best​ response.)

A.

Plan 1Plan 1

because it offers the highest future value.

B.

Plan 2Plan 2

because it offers the highest future value.

C.

Plan 3Plan 3

because it offers the highest future value.

D.

Any one of the three plans because they offer the same future value.

1

Future values. Fill in the future values for the following table using one of the three methods

below:

a.

Use the future value

formula,

FV equals PV times left parenthesis 1 plus r right parenthesis Superscript n

FV

=

PV

×

(

1

+

r

)

n

.

b.

Use the TVM keys

from a calculator.

c.

Use the TVM function in a spreadsheet.

Present Value

Interest Rate

Number of Periods

Future Value

$

217.00

217.00

3.5

3.5

%

3

3

?

$

15 comma 385.00

15

,

385.00

6.5

6.5

%

38

38

?

$

35 comma 800.00

35

,

800.00

12

12

%

24

24

?

$

26 comma 047.00

26

,

047.00

18

18

%

12

12

?

Present Value

Interest Rate

Number of Periods

Future Value

$

217.00

217.00

3.5

3.5

%

3

3

$

nothing

(Round

to the nearest

cent.)

2

Future

value.

Grand Opening Bank is offering a

one

time

investment opportunity for its new customers. A

customer opening a new checking account can buy a special savings bond for

$

300

300

today,

which the bank will compound at

9

9

%

for

the next ten years. The savings bond must be held for at least five

years,

but can then be

cashed in at the end of any year starting with year five. What is the value of the bond at each

cash

in

date up through year

ten?

(Use

an Excel spreadsheet to

solve this

problem.)

What is the value of the savings bond at the end of year

five?

$

nothing

(Round

to the nearest

cent.)

3

Present

values.

Fill in the present values for the following table using one of the three methods

below:

a.

Use the

present value

formula,

PV equals FV times StartFraction 1 Over left parenthesis 1 plus r right parenthesis Superscript n

EndFraction

PV

=

FV

×

1

(

1

+

r

)

n

.

b.

Use the TVM keys from a calculator.

c.

Use the TVM function in a spreadsheet.

Future Value

Interest

Rate

Number of

Periods

Present Value

$

846.00

846.00

4.5

4.5

%

6

6

?

$

86 comma

861.00

86

,

861.00

8

8

%

36

36

?

$

330 comma 607.00

330

,

607.00

11

11

%

20

20

?

$

25 comma

384.15

25

,

384.15

16

16

%

13

13

?

1- Future values. Fill in the future values for the following table using one of the three methods

below:

a. Use the future value formula,

FV equals PV times left parenthesis 1 plus r right parenthesis Superscript nFV=PV×(1+r)n.

b. Use the TVM keys from a calculator.

c. Use the TVM function in a spreadsheet.

Present Value Interest Rate Number of Periods Future Value

$ 217.00217.00 3.53.5% 33 ?

$15 comma 385.0015,385.00 6.56.5% 3838 ?

$35 comma 800.0035,800.00 1212% 2424 ?

$26 comma 047.0026,047.00 1818% 1212 ?

Present Value Interest Rate Number of Periods Future Value

$ 217.00217.00 3.53.5% 33

$

nothing

(Round to the nearest cent.)

2- Future

value.

Grand Opening Bank is offering a one-time investment opportunity for its new customers. A

customer opening a new checking account can buy a special savings bond for

$300300

today, which the bank will compound at

99%

for the next ten years. The savings bond must be held for at least five years, but can then be

cashed in at the end of any year starting with year five. What is the value of the bond at each

cash-in date up through year ten? (Use an Excel spreadsheet to solve this problem.)

What is the value of the savings bond at the end of year five?

$

nothing

(Round to the nearest cent.)

3- Present

values.

Fill in the present values for the following table using one of the three methods below:

a. Use the present value formula,

PV equals FV times StartFraction 1 Over left parenthesis 1 plus r right parenthesis Superscript n

EndFractionPV=FV×1(1+r)n.

b. Use the TVM keys from a calculator.

c. Use the TVM function in a spreadsheet.

Future Value

Interest

Rate

Number of

Periods

Present Value

$ 846.00846.00 4.54.5% 66 ?

$ 86 comma

861.0086,861.00

88% 3636 ?

$330 comma 607.00330,607.00 1111% 2020 ?

$ 25 comma

384.1525,384.15

1616% 1313 ?

 

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