anonymous
  • anonymous
1. It could be a vehicle, boat, horse, jewelry, property, vacation, college fund, retirement money, or something else. Pick something which cost somewhere between $2000 and $50,000.
Algebra
  • Stacey Warren - Expert brainly.com
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SOLVED
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chestercat
  • chestercat
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sammixboo
  • sammixboo
Uh, for what? This is something you would just have to choose yourself..?
sammixboo
  • sammixboo
Hmm
anonymous
  • anonymous
1. It could be a vehicle, boat, horse, jewelry, property, vacation, college fund, retirement money, or something else. Pick something which cost somewhere between $2000 and $50,000. 2. the “Present Value Formula,” P = A (1 + r)-n....which computes how much money you need to start with now to achieve a desired monetary goal. Assume you will find an investment which promises somewhere between 5% and 10% interest on your money and you want to purchase your desired item in 12 years. (Remember that the higher the return, usually the riskier the investment, so think carefully before deciding on the interest rate.) 3. Use this words in the process of solve it. * Power * reciprocal * Negative exponent * Position * Rules of Exponents 4. State the following in your discussion: *The desired item *How much it will cost in 12 years *The interest rate you have chosen to go with from part 2 5. Set up the formula and work the computational steps one by one, explaining how each step is worked, especially what the negative exponent means. Explain what the answer means. 6. Does this formula look familiar to any other formulas you are aware of? If so, which formula(s) and how is it similar?

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sammixboo
  • sammixboo
oh
anonymous
  • anonymous
what !
sammixboo
  • sammixboo
Does P = A (1 + r)-n look just like that in the real assignment? Or
sammixboo
  • sammixboo
Sorry, that 2 should be an n
sammixboo
  • sammixboo
|dw:1433435299201:dw|
anonymous
  • anonymous
did you read the direction
anonymous
  • anonymous
I choose jewelry
anonymous
  • anonymous
the interest rate is 5%
anonymous
  • anonymous
the cost in 12 years will be about 25,000
anonymous
  • anonymous
I'am make numbers as i go ..lol

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