Mark M. answered 01/06/23
Mathematics Teacher - NCLB Highly Qualified
$4000 invested at 6% compounded monthly for 12 months.
$4000 invested at 6% compounded monthly for n years.
$4000 invested at 6% compounded monthly for n years.
Lorena T.
asked 01/06/23Make up a context for the expression 4000(1.005)^12, in which the “12” counts months.
In this context, what do the expressions 4000((1.005)^12)^n and 4000(1.0617)^n mean?
Mark M. answered 01/06/23
Mathematics Teacher - NCLB Highly Qualified
$4000 invested at 6% compounded monthly for 12 months.
$4000 invested at 6% compounded monthly for n years.
$4000 invested at 6% compounded monthly for n years.
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