Question

In: Accounting

•          Please place the correct numbers in XXX area, and #VALUE area Future Value A. Of...

•          Please place the correct numbers in XXX area, and #VALUE area

Future Value

A. Of a single amount

Q 6

How much will $5,000 invested at 5% simple interest be worth

In 3 years if it is compounded annually and quarterly?

(Hint: Remember that the interest rate for quarterly compounding is 1/4 the annual rate)

Compound Annually

Compound Quarterly

Present Value

xxx

xx

Number of time periods

xxx

xx

Interest rate per time period

xxx

xx

Future Value

#VALUE!

#VALUE!

Q 6

How much will $5,000 invested at 7% simple interest be worth

In 3 years if it is compounded annually and quarterly?

Compound Annually

Compound Quarterly

Present Value

xxx

xx

Number of time periods

xxx

xx

Interest rate per time period

xxx

xx

Future Value

#VALUE!

#VALUE!

Solutions

Expert Solution

Answer

6.

Compound Annually

Compound Quarterly

Present Value

                               5,000

                                 5,000

No. of Time Periods

3

12(3 Years * 4 quarter per year)

Interest rate per time period

5%

1.25%(5% / 4 Quarters)

Future Value

$5,788.125

$5,803.773

Future Value = Present Value * (1 + r)n

R = Rate of Interest

N = No. of Periods

Future Value (Annually) = $5,000 * (1 + 0.05)3

Future Value (Annually) = $5,788.125

Future Value (Quarterly) = $5,000 * (1 + 0.0125)12

Future Value (Quarterly) = $5,803.773

7.

Compound Annually

Compound Quarterly

Present Value

                               5,000

                                 5,000

No. of Time Periods

3

12(3 Years * 4 quarter per year)

Interest rate per time period

7%

1.75%(7% / 4 Quarters)

Future Value

$6,050

$6,050

Future Value = Present Value + (Present Value * R * N)

R = Rate of Interest

N = No. of Periods

Future Value (Annually) = $5,000 * ($5,000 * 0.07 * 3)

Future Value (Annually) = $6,050

Future Value (Quarterly) = $5,000 * ($5,000 * 0.0175 * 12)

Future Value (Quarterly) = $6,050


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