![\mathbf{n}=\frac{-\log \left[1-\left(\mathbf{P} \times \frac{i}{A}\right)\right]}{\log (1+\mathbf{i})}](/tpl/images/0384/8777/ec812.png)
![n=\frac{-\log \left[1-\left(750 \times \frac{0.007}{46.50}\right)\right]}{\log (1+0.007)}](/tpl/images/0384/8777/27374.png)
![n=\frac{-\log [1-0.1129]}{\log (1.007)}](/tpl/images/0384/8777/ab383.png)
![n=\frac{-\log [0.8871]}{3.029 \times 10^{-3}}](/tpl/images/0384/8777/df26c.png)
Kendra took out a loan for $750 at an 8.4% apr, compounded monthly, to buy
a stereo. if she wi...
History, 21.11.2019 19:31 haileybug0305
Kendra took out a loan for $750 at an 8.4% apr, compounded monthly, to buy
a stereo. if she will make monthly payments of $46.50 to pay off the loan,
which of these groups of values plugged into the tvm solver of a graphing
calculator could be used to calculate the number of payments she will have
to make?
Answers: 1
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