How to Become a Millionaire

HOW TO BECOME A

$$$ MILLIONAIRE $$$

The Time Value of Money!

Learn:

- Why your dollar is worth more today

- How to compute the time value of your money

- How much money you'll have in the future if you save now

. . . and have some FUN along the way!

How much money would you need to save every year in order to become a millionaire? It’s less than you think, thanks to the miracle of

TIME VALUE OF MONEY!

You just received $10,000 from your generous Aunt Sue who told you to invest it.

The interest rate is 10%.

If you want to have $1,000,000

(A Million Dollars!) 40 years from now,

how much do you need to save each year?

Don't know how to answer this?

By the end of the lesson, you will!

Go to the next slide to learn how!

Time Value of Money

Video Duration: 4 min 58 secs

*You may want to wait a few minutes for the video to load before viewing (in order to avoid pauses). Place your mouse cursor over the video to view the loading status.

*Be sure to look for a bit of magic at the end of the video!

Answers on Next Page!

Problem #1

Rate = 7% (.07)

Number of Periods = 10

Present Value = 0

Future Value = $10,000

PMT = ?

(Hint: For this lesson, you do not need to enter a value for "type." Close the paratheses after [fv])

Problem #2

Rate = 8% (.08)

Number of Periods = 20

Payment = -10

Present Value = -50

FV = ?

Practice!

Great Job!

Problem #1

Rate = 7% (.07)

Number of Periods = 10

Present Value = 0

Future Value = $10,000

PMT = ($723.28) or -$728.28*

*Notice the answer is negative because the payment represents -money out rather than +money in.

Problem #2

Rate = 8% (.08)

Number of Periods = 20

Payment = -10

Present Value = -50

FV = $690.67

Practice Answers

Let's try our original problem again.

You just received $10,000 from your generous

Aunt Sue who told you to invest it (money out).

(PV = -10,000)

The interest rate is 10%. (RATE = .10)

If you want to have $1,000,000 (FV=1,000,000)

40 years from now (NPER = 40),

how much do you need to save each year (PMT = ?)

Remember to Use:

You just received $10,000 from your generous

Aunt Sue who told you to invest it (money out).

(PV = -10,000)

The interest rate is 10%. (RATE = .10)

If you want to have $1,000,000 (FV=1,000,000)

40 years from now (NPER = 40),

how much do you need to save each year (PMT = ?)

Answer = ($1,236.82) or -$1,236.82

Spreadsheet Answer

You're done!

Now you know the secret to becoming a

$$$ millionaire $$$

Start saving now and let interest do the rest.

Sources:

- Publicly Available Images from talented Flickr users e-magic, Monochrome, simone.garza, Stedman!, The Real Ferg, BuKutgirl, Velo_City, doncon402

- Dollar Bill Magic Trick tutorial from youtube.com user Ty564738

Please "Rate my lesson" (above)

Add Your Comments about my lesson (below)

and keep learning on brainhoney.com!

Description: How to Become a Millionaire---How much money do you need to save every year if you want to become a millionaire? It's less than you think, thanks to the miracle of time value of money!

By: lisalovely123 Rating:  Rated 5 Stars Views: 1360
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Add Your Comment:

This is a great lesson. I am going to save $1236.82 for the next forty years. But seriously, this lesson makes a rather complex principle very simple. P.S. I love the magic trick at the end of the end of the video.
        Posted by CurtisJMorley
1 year ago
Good Job.
        Posted by mchase
1 year ago
Great job! I really felt like I could save money and become a millionare. This lesson was so easy to understand and so applicable to life as my family grows and our finances do too!
        Posted by Lisa
1 year ago
Fantastic lesson! I liked the examples and the magic trick. The time value of money is one of the most important financial concepts for anyone to understand and your lesson taught it beautifully!
        Posted by andy
1 year ago
What a great lesson for my children! The magic trick at the end seals the point!
        Posted by ramona
1 year ago
Nice lesson and engaging delivery! Makes the basics of wealth building accessible to everyone. Kudos!
        Posted by buffyanne
1 year ago
good lesson, clearly presented on the miracle of compound interest- something we "US Americans" don't appreciate.
        Posted by skhortin
1 year ago
A clear, concise explanation of the miracle of compound interest- Something we "US Americans" apparently don't understand.
        Posted by skhortin
1 year ago
Good lesson. Penn & Schader.
        Posted by rth1
1 year ago
Nice, well done LISA! I should have taken TVM from you . . . I love the little trick in the end!
        Posted by dmagne27
1 year ago
A tough concept made easy, and applicable to real life situations. Well done.
        Posted by cassiejc
1 year ago
A great reminder of the value of saving! I think I'll start investing again today!
        Posted by amy
1 year ago
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