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100

According to the video clip, the biggest problem people are facing keeping them from their "golden years" of retirement...

What is Mortgages 

100

Would You Rather Have, A Million Dollars Today, Or A Penny That Doubles Every Day For Thirty Days?

I hope you chose the penny!

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

100

True or False- I can live off of social security after I retire?

False!

Ignoring whether Social Security will still be solvent when it’s time for you to claim your benefits, Social Security isn’t designed to be your only source of income during your golden years. According to the Social Security Administration, Social Security benefits are only intended to replace about 40 percent of your income from when you were working.

100

The average age of retirees in the United States...

What is 60-64

100

Tells you how long it takes your money to double in value.

What is the Rule of 72?

200
Amount of time $1,000,000 is projected to last in retirement? 
What is 20 years?


The average age of Americans right now is 78, in Utah and in females it is higher... will you have enough money to live?

200

The website that helps us know how much we need for retirement...

200

Interest which is calculated not only on the initial principal, but also the accumulated interest of prior periods.

What is compound interest?

200

Age you are required to begin taking money out of your retirement account to avoid penalties

What is 70 1/2 years old?
200

considered the "wildcard" in retirement...

Healthcare- some people spend an amount in the six digits a year on healthcare after retirement! 

300

If you have $200 today and need $400 in eight years, what interest rate do you need to earn?

(Rule of 72)

72/8 years= 9% interest!

300

rule of thumb used to determine how much a retiree should withdraw from a retirement account each year. This rule seeks to provide a steady income stream to the retiree while also maintaining an account balance that keeps income flowing through retirement.

What is the 4% rule?

300

True or False: Most 401(k) plans receive contributions from your employer

False


300

The old rule of thumb used to be you needed ___% to ___% of your current income a year to live off of after you retire...

What is 70-80%

300

The key to investing...

What is TO START EARLY!

400

an individual retirement account allowing a person to set aside after-tax income up to a specified amount each year. Both earnings on the account and withdrawals after age 59½ are tax-free.

What is a Roth IRA

400

a retirement savings account in which income taxes on certain deposits and on all gains are deferred until withdrawals are made

What is an IRA (individualized Retirement Account)

400

Investing in different asset classes and in securities of many issuers in an attempt to reduce overall investment risk and to avoid damaging a portfolio'sperformance by the poor performance of a single security, industry, (or country).

What is diversification?

400

is a retirement savings plan available to employees of certain public education organizations, non-profit employers and cooperative hospital service organizations, as well as to self-employed ministers.

What is a 403(b) plan
400

a retirement account to which employee and employer contribute, on which taxes are deferred until withdrawal, and for which the employee usually selects the types of investments

What is a 401(k) plan

500

Wells Fargo's program to help YOU start saving for retirement TODAY!

500

Write one paragraph explaining the lifestyle you want to live after you retire...

answers will vary

500

Name the 3 tips the video clip mentioned for retirement security...

What is...


1-downsize and save more money NOW

2- put off retirement 

3- get a part time job

500

Name 5 other sources of income after retirement

What is

401(k), 403(b)

Traditional IRA

Roth IRA

Keogh plan

Social Security


500

tax-deferred pension plan available to self-employed individuals or unincorporated businesses for retirement purposes.

What is a Keogh plan?