1. Goals, Saving, Interest, & Banking. Flashcards
When choosing, people must choose things and…
Give up others
The consequences of your choice will…
Lie and take effect in the future.
The consequences of your choice will…
Lie and take effect in the future.
Long-term Goal
Something a person or organization plans to achieve at least five years in the future.
Short-term Goal
Something a person or organization plans to achieve within one-year time period.
Key principles that influences financial planning
- People must make choices due to scarcity.
- Every choice incurs an opportunity cost.
- All choices have consequences, that lie in the future.
Applying key principles to financial planning should include:
• A budget that details how one plans to use limited income satisfy wants.
• Save more rather than spend more.
* Financial plans and financial products should be taken into account when achieving goals.
It’s common knowledge that failing to plan means…
Planning to fail.
Every goal should…
Be listed in priority order.
Have an estimated cost.
Have an approximate time period needed to achieve the goal.
What can you do now that will put you on a path to achieving your financial goals?
- Develop your human capital.
- Put your savings to work to earn money.
- Stay away from conspicuous consumption.
How can you guard against spending that keeps you from attaining savings goals?
- Have a plan that you must revisit regularly
- Use social support (friends and family) to remind yourself not to spend unnecessarily.
- Keep money where you don’t have immediate access to it. (in the bank)
Putting money to work, that has been set aside, is crucial to achieving…
Long-term Goals
Interest is a payment in…
compensation of opportunity cost for a saver/lender.
Interest
Money paid regularly, at a particular rate for the use of borrowed money.
Maturity
The length of time money is borrowed or invested.
Principal
An original amount of money invested or lent.
Calculating simple interest is based on the equation:
INTEREST = PRINCIPAL x RATE x TIME(MATURITY)
Compound Interest.
Interest that is earned not only on the principal but also on the interest already earned.
The Rule of 72
A mathematical rule for determining the number of years it will take for an investment to double in value. The number of years is determined by dividing 72 by the annual rate of return. Thus, an investment expected to earn interest at a rate of 8% will double an investor’s funds in 72/8, or 9 years. Dividing 72 by the number of years in which an investor wishes to double his or her return will yield the necessary rate.