Based on your existing savings of $1,000 it appears that you will need to save $4,338 indexed at 0.0% annually in order to become a millionaire by age 65 .However, a million today will not be worth the same in 44 years. One million adjusted for inflation of 3.0% will be $3,671,452 in 44 years. You will need to save $16,097 annually (indexed at 0.0%) to reach that goal by age 65. <div id="chart1Container">Chart will load here</div> <script type="text/javascript"> <!-- var myChart1 = new FusionCharts( "MSColumn2D", "myChart1Id", "100%", "100%", "0", "1" ); myChart1.setXMLData("<chart showValues='0' showFCMenuItem='0' decimals='0' formatNumberScale='0' caption='Annual Savings Growth' xAxisName='Age' numberPrefix='$' bgColor='FFFFFF' showBorder='1' borderColor='FFFFFF' borderThickness='1' canvasBgColor='ffffff' showAlternateHGridColor='0' plotGradientColor='' numberSuffix='' thousandSeparator=',' decimalSeparator='.'><categories><category label='21' /><category label='' /><category label='23' /><category label='' /><category label='25' /><category label='' /><category label='27' /><category label='' /><category label='29' /><category label='' /><category label='31' /><category label='' /><category label='33' /><category label='' /><category label='35' /><category label='' 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/><set value='123325.0' /><set value='135630.0' /><set value='148702.0' /><set value='162590.0' /><set value='177345.0' /><set value='193021.0' /><set value='209674.0' /><set value='227367.0' /><set value='246164.0' /><set value='266134.0' /><set value='287349.0' /><set value='309889.0' /><set value='333835.0' /><set value='359276.0' /><set value='386304.0' /><set value='415018.0' /><set value='445525.0' /><set value='477934.0' /><set value='512367.0' /><set value='548948.0' /><set value='587811.0' /><set value='629100.0' /><set value='672964.0' /><set value='719567.0' /><set value='769077.0' /><set value='821676.0' /><set value='877558.0' /><set value='936927.0' /><set value='1000000.0' /></dataset></chart>"); // --> </script> <table class='pure-table pure-table-bordered' role='grid'><tr><th scope="col">Age</th><th scope="col">Beginning Balance</th><th scope="col">Savings @ 0.0%</th><th scope="col">Earnings</th><th scope="col">Taxes @ 22.0%</th><th scope="col">Ending Balance</th></tr><tr><td role="rowheader" scope="row">21</td><td>$1,000</td><td>$4,338</td><td>$427</td><td>$94</td><td>$5,672</td></tr><tr><td role="rowheader" scope="row">22</td><td>5,672</td><td>4,338</td><td>801</td><td>176</td><td>10,635</td></tr><tr><td role="rowheader" scope="row">23</td><td>10,635</td><td>4,338</td><td>1,198</td><td>264</td><td>15,907</td></tr><tr><td role="rowheader" scope="row">24</td><td>15,907</td><td>4,338</td><td>1,620</td><td>356</td><td>21,509</td></tr><tr><td role="rowheader" scope="row">25</td><td>21,509</td><td>4,338</td><td>2,068</td><td>455</td><td>27,460</td></tr><tr><td role="rowheader" scope="row">26</td><td>27,460</td><td>4,338</td><td>2,544</td><td>560</td><td>33,783</td></tr><tr><td role="rowheader" scope="row">27</td><td>33,783</td><td>4,338</td><td>3,050</td><td>671</td><td>40,500</td></tr><tr><td role="rowheader" scope="row">28</td><td>40,500</td><td>4,338</td><td>3,587</td><td>789</td><td>47,637</td></tr><tr><td role="rowheader" scope="row">29</td><td>47,637</td><td>4,338</td><td>4,158</td><td>915</td><td>55,218</td></tr><tr><td role="rowheader" scope="row">30</td><td>55,218</td><td>4,338</td><td>4,765</td><td>1,048</td><td>63,273</td></tr><tr><td role="rowheader" scope="row">31</td><td>63,273</td><td>4,338</td><td>5,409</td><td>1,190</td><td>71,830</td></tr><tr><td role="rowheader" scope="row">32</td><td>71,830</td><td>4,338</td><td>6,093</td><td>1,341</td><td>80,922</td></tr><tr><td role="rowheader" scope="row">33</td><td>80,922</td><td>4,338</td><td>6,821</td><td>1,501</td><td>90,580</td></tr><tr><td role="rowheader" scope="row">34</td><td>90,580</td><td>4,338</td><td>7,593</td><td>1,671</td><td>100,842</td></tr><tr><td role="rowheader" scope="row">35</td><td>100,842</td><td>4,338</td><td>8,414</td><td>1,851</td><td>111,743</td></tr><tr><td role="rowheader" scope="row">36</td><td>111,743</td><td>4,338</td><td>9,287</td><td>2,043</td><td>123,325</td></tr><tr><td role="rowheader" scope="row">37</td><td>123,325</td><td>4,338</td><td>10,213</td><td>2,247</td><td>135,630</td></tr><tr><td role="rowheader" scope="row">38</td><td>135,630</td><td>4,338</td><td>11,197</td><td>2,463</td><td>148,702</td></tr><tr><td role="rowheader" scope="row">39</td><td>148,702</td><td>4,338</td><td>12,243</td><td>2,694</td><td>162,590</td></tr><tr><td role="rowheader" scope="row">40</td><td>162,590</td><td>4,338</td><td>13,354</td><td>2,938</td><td>177,345</td></tr><tr><td role="rowheader" scope="row">41</td><td>177,345</td><td>4,338</td><td>14,535</td><td>3,198</td><td>193,021</td></tr><tr><td role="rowheader" scope="row">42</td><td>193,021</td><td>4,338</td><td>15,789</td><td>3,474</td><td>209,674</td></tr><tr><td role="rowheader" scope="row">43</td><td>209,674</td><td>4,338</td><td>17,121</td><td>3,767</td><td>227,367</td></tr><tr><td role="rowheader" scope="row">44</td><td>227,367</td><td>4,338</td><td>18,536</td><td>4,078</td><td>246,164</td></tr><tr><td role="rowheader" scope="row">45</td><td>246,164</td><td>4,338</td><td>20,040</td><td>4,409</td><td>266,134</td></tr><tr><td role="rowheader" scope="row">46</td><td>266,134</td><td>4,338</td><td>21,638</td><td>4,760</td><td>287,349</td></tr><tr><td role="rowheader" scope="row">47</td><td>287,349</td><td>4,338</td><td>23,335</td><td>5,134</td><td>309,889</td></tr><tr><td role="rowheader" scope="row">48</td><td>309,889</td><td>4,338</td><td>25,138</td><td>5,530</td><td>333,835</td></tr><tr><td role="rowheader" scope="row">49</td><td>333,835</td><td>4,338</td><td>27,054</td><td>5,952</td><td>359,276</td></tr><tr><td role="rowheader" scope="row">50</td><td>359,276</td><td>4,338</td><td>29,089</td><td>6,400</td><td>386,304</td></tr><tr><td role="rowheader" scope="row">51</td><td>386,304</td><td>4,338</td><td>31,251</td><td>6,875</td><td>415,018</td></tr><tr><td role="rowheader" scope="row">52</td><td>415,018</td><td>4,338</td><td>33,549</td><td>7,381</td><td>445,525</td></tr><tr><td role="rowheader" scope="row">53</td><td>445,525</td><td>4,338</td><td>35,989</td><td>7,918</td><td>477,934</td></tr><tr><td role="rowheader" scope="row">54</td><td>477,934</td><td>4,338</td><td>38,582</td><td>8,488</td><td>512,367</td></tr><tr><td role="rowheader" scope="row">55</td><td>512,367</td><td>4,338</td><td>41,336</td><td>9,094</td><td>548,948</td></tr><tr><td role="rowheader" scope="row">56</td><td>548,948</td><td>4,338</td><td>44,263</td><td>9,738</td><td>587,811</td></tr><tr><td role="rowheader" scope="row">57</td><td>587,811</td><td>4,338</td><td>47,372</td><td>10,422</td><td>629,100</td></tr><tr><td role="rowheader" scope="row">58</td><td>629,100</td><td>4,338</td><td>50,675</td><td>11,149</td><td>672,964</td></tr><tr><td role="rowheader" scope="row">59</td><td>672,964</td><td>4,338</td><td>54,184</td><td>11,921</td><td>719,567</td></tr><tr><td role="rowheader" scope="row">60</td><td>719,567</td><td>4,338</td><td>57,912</td><td>12,741</td><td>769,077</td></tr><tr><td role="rowheader" scope="row">61</td><td>769,077</td><td>4,338</td><td>61,873</td><td>13,612</td><td>821,676</td></tr><tr><td role="rowheader" scope="row">62</td><td>821,676</td><td>4,338</td><td>66,081</td><td>14,538</td><td>877,558</td></tr><tr><td role="rowheader" scope="row">63</td><td>877,558</td><td>4,338</td><td>70,552</td><td>15,521</td><td>936,927</td></tr><tr><td role="rowheader" scope="row">64</td><td>936,927</td><td>4,338</td><td>75,301</td><td>16,566</td><td>1,000,000</td></tr></table>