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The formula you provided is, in fact, from the help files. However, it does not model your situation.
What you have is a Loan of $9000 that you are paying $100 on each month, and a 12% annual interest is being charged to that loan each year. It will actually take ~223 months to pay off that loan.
Excel 2007<TABLE style="BORDER-RIGHT: #a6aab6 1px solid; BORDER-TOP: #a6aab6 1px solid; BORDER-LEFT: #a6aab6 1px solid; BORDER-BOTTOM: #a6aab6 1px solid; BORDER-COLLAPSE: collapse; BACKGROUND-COLOR: #ffffff" cellPadding=2 rules=all><COLGROUP><COL style="BACKGROUND-COLOR: #e0e0f0" width=25><COL><COL></COLGROUP><THEAD><TR style="COLOR: #161120; BACKGROUND-COLOR: #e0e0f0; TEXT-ALIGN: center"><TH></TH><TH>A</TH><TH>B</TH></TR></THEAD><TBODY><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">1</TD><TD>Loan Amt</TD><TD style="TEXT-ALIGN: right">9000</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">2</TD><TD>Payment Amt</TD><TD style="TEXT-ALIGN: right">100</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">3</TD><TD>Interest Rate</TD><TD style="TEXT-ALIGN: right">12%</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">4</TD><TD style="TEXT-ALIGN: right"></TD><TD style="TEXT-ALIGN: right"></TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">5</TD><TD>N Payments</TD><TD style="TEXT-ALIGN: right">222.8293</TD></TR></TBODY></TABLE>
Sheet1
<TABLE style="BORDER-RIGHT: black 2px solid; PADDING-RIGHT: 0.4em; BORDER-TOP: black 2px solid; PADDING-LEFT: 0.4em; PADDING-BOTTOM: 0.4em; BORDER-LEFT: black 2px solid; PADDING-TOP: 0.4em; BORDER-BOTTOM: black 2px solid; BORDER-COLLAPSE: collapse; BACKGROUND-COLOR: #ffffff" cellPadding=2 rules=all width="85%"><TBODY><TR><TD style="PADDING-RIGHT: 6px; PADDING-LEFT: 6px; PADDING-BOTTOM: 6px; PADDING-TOP: 6px">
Worksheet Formulas<TABLE style="BORDER-RIGHT: #a6aab6 1px solid; BORDER-TOP: #a6aab6 1px solid; BORDER-LEFT: #a6aab6 1px solid; BORDER-BOTTOM: #a6aab6 1px solid; BORDER-COLLAPSE: collapse; BACKGROUND-COLOR: #ffffff; TEXT-ALIGN: center" cellPadding=2 rules=all width="100%"><THEAD><TR style="COLOR: #161120; BACKGROUND-COLOR: #e0e0f0"><TH width=10>Cell</TH><TH style="PADDING-LEFT: 5px; TEXT-ALIGN: left">Formula</TH></TR></THEAD><TBODY><TR><TH style="COLOR: #161120; BACKGROUND-COLOR: #e0e0f0" width=10>B5</TH><TD style="TEXT-ALIGN: left">=NPER(
B3/12,B2,-B1,0,1)</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE>
The problem is that you are barely paying anything on the principal, because the interest rate is so high. Here is the first 10 rows of an amortization table which illustrates how slow the balance goes down:
Excel 2007<TABLE style="BORDER-RIGHT: #a6aab6 1px solid; BORDER-TOP: #a6aab6 1px solid; BORDER-LEFT: #a6aab6 1px solid; BORDER-BOTTOM: #a6aab6 1px solid; BORDER-COLLAPSE: collapse; BACKGROUND-COLOR: #ffffff" cellPadding=2 rules=all><COLGROUP><COL style="BACKGROUND-COLOR: #e0e0f0" width=25><COL><COL><COL><COL></COLGROUP><THEAD><TR style="COLOR: #161120; BACKGROUND-COLOR: #e0e0f0; TEXT-ALIGN: center"><TH></TH><TH>D</TH><TH>E</TH><TH>F</TH><TH>G</TH></TR></THEAD><TBODY><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">1</TD><TD>Period</TD><TD>Payment</TD><TD>Balance</TD><TD>Interest Accrued</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">2</TD><TD style="TEXT-ALIGN: right">1</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-9000</TD><TD style="TEXT-ALIGN: right">-89</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">3</TD><TD style="TEXT-ALIGN: right">2</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8989</TD><TD style="TEXT-ALIGN: right">-88.89</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">4</TD><TD style="TEXT-ALIGN: right">3</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8977.89</TD><TD style="TEXT-ALIGN: right">-88.7789</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">5</TD><TD style="TEXT-ALIGN: right">4</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8966.67</TD><TD style="TEXT-ALIGN: right">-88.666689</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">6</TD><TD style="TEXT-ALIGN: right">5</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8955.34</TD><TD style="TEXT-ALIGN: right">-88.55335589</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">7</TD><TD style="TEXT-ALIGN: right">6</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8943.89</TD><TD style="TEXT-ALIGN: right">-88.43888945</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">8</TD><TD style="TEXT-ALIGN: right">7</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8932.33</TD><TD style="TEXT-ALIGN: right">-88.32327834</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">9</TD><TD style="TEXT-ALIGN: right">8</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8920.65</TD><TD style="TEXT-ALIGN: right">-88.20651113</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">10</TD><TD style="TEXT-ALIGN: right">9</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8908.86</TD><TD style="TEXT-ALIGN: right">-88.08857624</TD></TR><TR><TD style="COLOR: #161120; TEXT-ALIGN: center">11</TD><TD style="TEXT-ALIGN: right">10</TD><TD style="TEXT-ALIGN: right">100</TD><TD style="TEXT-ALIGN: right">-8896.95</TD><TD style="TEXT-ALIGN: right">-87.969462</TD></TR></TBODY></TABLE>
Sheet1