Transcription of Functions - Compound Interest
{{id}} {{{paragraph}}}
Example: dental hygienist
Functions - Compound Interest
- Compound InterestObjective: Calculate final account balances using the formulas for com-pound and continuous application of exponential Functions is Compound Interest . When money isinvested in an account (or given out on loan) a certain amountis added to thebalance. This money added to the balance is called that Interest isadded to the balance, it will earn more Interest during the next compoundingperiod. This idea of earning Interest on Interest is called Compound Interest . Forexample, if you investS100 at 10% Interest compounded annually, after one yearyou will earnS10 in Interest , giving you a new balance ofS110. The next yearyou will earn another 10% orS11, giving you a new balance ofS121. The thirdyear you will earn another 10% , giving you a new balance pattern will continue each year until you close the are several ways Interest can be paid. The first way, as described above, iscompounded annually.
10.6 Functions - Compound Interest Objective: Calculate final account balances using the formulas for com-pound and continuous interest. An application of exponential functions is compound interest.
Loading..
Tags:
Information
Domain:
Source:
Link to this page:
Please notify us if you found a problem with this document: