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Compound Interest Problems
                        r
General form: A = P(1 + n )nt where A =
                                    P=
                                    r=
                                    n=
                                    t=



a) annually
b) monthly
Ex)
If you invest any amount of money at 11.25% compounded
quarterly, how long will it take to DOUBLE?
Ex)
Craig invests $1000 in a mutual fund which is
supposed to grow at 10% compounded annually.
Laura has concerns about the stock market so she
buys $2000 worth of bonds paying 5%
compounded annually.

After how many years will Craig's investment be
equal in value to Laura's?
Ex)
How many monthly investments of $100 would have
to be made into a savings account that pays 6%
annual interest, compounded monthly, for the future
value to be $100,000.
Day 7 examples

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Day 7 examples

  • 1. Compound Interest Problems r General form: A = P(1 + n )nt where A = P= r= n= t= a) annually b) monthly
  • 2. Ex) If you invest any amount of money at 11.25% compounded quarterly, how long will it take to DOUBLE?
  • 3. Ex) Craig invests $1000 in a mutual fund which is supposed to grow at 10% compounded annually. Laura has concerns about the stock market so she buys $2000 worth of bonds paying 5% compounded annually. After how many years will Craig's investment be equal in value to Laura's?
  • 4. Ex) How many monthly investments of $100 would have to be made into a savings account that pays 6% annual interest, compounded monthly, for the future value to be $100,000.