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	<title>Account Tech Solutions &#187; cash vs finance</title>
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		<title>The Finance Maze &#8211; Cash vs Finance</title>
		<link>http://accounttech.com.au/blog/finance/the-finance-maze-cash-vs-finance/</link>
		<comments>http://accounttech.com.au/blog/finance/the-finance-maze-cash-vs-finance/#comments</comments>
		<pubDate>Tue, 13 Oct 2009 02:36:23 +0000</pubDate>
		<dc:creator>Matt</dc:creator>
				<category><![CDATA[Finance]]></category>
		<category><![CDATA[buying a car]]></category>
		<category><![CDATA[car finance]]></category>
		<category><![CDATA[cash vs finance]]></category>
		<category><![CDATA[finance maze]]></category>

		<guid isPermaLink="false">http://accounttech.com.au/blog/?p=89</guid>
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Buying a motor vehicle whether it is new or used can be a time consuming and frustrating adventure. In this article I will look at the everyday person buying a family car and some of the things to consider. The act of purchasing a vehicle and funding it are two very separate parts of the [...]


Related posts:<ol><li><a href='http://accounttech.com.au/blog/finance/the-finance-maze-operating-leases/' rel='bookmark' title='The Finance Maze &#8211; Operating Leases'>The Finance Maze &#8211; Operating Leases</a></li>
<li><a href='http://accounttech.com.au/blog/finance/the-finance-maze-chattel-mortgages/' rel='bookmark' title='The Finance Maze &#8211; Chattel Mortgages'>The Finance Maze &#8211; Chattel Mortgages</a></li>
<li><a href='http://accounttech.com.au/blog/finance/the-finance-maze-consumers/' rel='bookmark' title='The Finance Maze &#8211; Consumers'>The Finance Maze &#8211; Consumers</a></li>
</ol>]]></description>
			<content:encoded><![CDATA[<br />
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<b>Warning</b>:  constant() [<a href='function.constant'>function.constant</a>]: Couldn't find constant TT_TH8US_LEN in <b>/home/accountt/public_html/blog/wp-content/plugins/tweet-this/tweet-this.php</b> on line <b>1821</b><br />
<img style='float: left; margin-right: 10px; border: none;' src='http://www.gravatar.com/avatar.php?gravatar_id=0bd301cfeb4fba5c4af960569a044727&amp;default=http://use.perl.org/images/pix.gif' alt='No Gravatar' width=40 height=40/><p>Buying a motor vehicle whether it is new or used can be a time consuming and frustrating adventure. In this article I will look at the everyday person buying a family car and some of the things to consider.</p>
<p>The act of purchasing a vehicle and funding it are two very separate parts of the process.  The negotiating of a price or change over figure is one transaction and the funding a totally different transaction.</p>
<p>Once you have completed the buying of the vehicle it then comes down to how is the most effective way to pay for it. Most from the old school would say that if you can’t pay cash then don’t buy it and to some this is still the way they buy things.<span id="more-89"></span></p>
<p>Now if you have the cash to pay for a vehicle outright  then this may not be the best option as you end up with no cash and a depreciating item.</p>
<p>There is a way that you can retain your cash and purchase the vehicle under finance and at the end of the day you are better off.</p>
<h3>How Does This Work?</h3>
<p><em>The following assumption is based on the fact that you can afford a monthly payment from your income.</em></p>
<p>Let’s look at the scenario that you wish to buy a new vehicle for say $30,000 and that you were going to pay cash. You pay the dealer the money and you end up with an asset worth $30,000 day one and no cash.</p>
<p>What do you think your car will be worth in 12 months and again in 5 years?</p>
<p>Let’s be unrealistic and say that your vehicle is worth $25,000 in 12 months and say $20,000 in 5 years and you still have no cash reserves.</p>
<p>This is how it works:</p>
<p>If you invest your $30,000 in the bank on a term deposit over 5 years with compound interest at 5.1% and you finance the $30,000 car purchase over 5 years at 9%.</p>

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<thead>
	<tr class="row-1 odd">
		<th class="column-1">Year</th><th class="column-2">Amount</th><th class="column-3">Annual</th><th class="column-4">Total</th><th class="column-5">Car Value</th><th class="column-6">Total Assets</th><th class="column-7">Loan</th>
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		<td class="column-1">1</td><td class="column-2"> 30,000 </td><td class="column-3"> 1,530 </td><td class="column-4"> 31,530 </td><td class="column-5"> 25,000 </td><td class="column-6"> 56,530 </td><td class="column-7"> 7,417 </td>
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	<tr class="row-3 odd">
		<td class="column-1">2</td><td class="column-2"> 31,530 </td><td class="column-3"> 1,608 </td><td class="column-4"> 33,138 </td><td class="column-5"> 24,000 </td><td class="column-6"> 57,138 </td><td class="column-7"> 7,417 </td>
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	<tr class="row-4 even">
		<td class="column-1">3</td><td class="column-2"> 33,138 </td><td class="column-3"> 1,690 </td><td class="column-4"> 34,828 </td><td class="column-5"> 22,000 </td><td class="column-6"> 56,828 </td><td class="column-7"> 7,417 </td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">4</td><td class="column-2"> 34,828 </td><td class="column-3"> 1,776 </td><td class="column-4"> 36,604 </td><td class="column-5"> 21,000 </td><td class="column-6"> 57,604 </td><td class="column-7"> 7,417 </td>
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	<tr class="row-6 even">
		<td class="column-1">5</td><td class="column-2"> 36,604 </td><td class="column-3"> 1,867 </td><td class="column-4"> 38,471 </td><td class="column-5"> 20,000 </td><td class="column-6"> 58,471 </td><td class="column-7"> 7,417 </td>
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		<td class="column-1">At the end of 5 years:</td><td class="column-2"></td><td class="column-3"></td><td class="column-4"> 38,471 </td><td class="column-5"> 20,000 </td><td class="column-6"> 58,471 </td><td class="column-7"> 37,085 </td>
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</tbody>
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<p>At the end of the five years, your cash investments will be worth $38,471, and your outgoing repayments will have been $37,085.  This means you have an extra $1,386 in your pocket at this time.</p>
<h3>Why Does This Work?</h3>
<p>When looking at the interest rates in the above example, it may seem counter-logical that you end up with a positive cash position, given that you are receiving 5.1% on your funds and paying out 9%.</p>
<p>The simple answer to this is the power of compound interest.</p>
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<p>Related posts:<ol><li><a href='http://accounttech.com.au/blog/finance/the-finance-maze-operating-leases/' rel='bookmark' title='The Finance Maze &#8211; Operating Leases'>The Finance Maze &#8211; Operating Leases</a></li>
<li><a href='http://accounttech.com.au/blog/finance/the-finance-maze-chattel-mortgages/' rel='bookmark' title='The Finance Maze &#8211; Chattel Mortgages'>The Finance Maze &#8211; Chattel Mortgages</a></li>
<li><a href='http://accounttech.com.au/blog/finance/the-finance-maze-consumers/' rel='bookmark' title='The Finance Maze &#8211; Consumers'>The Finance Maze &#8211; Consumers</a></li>
</ol></p>]]></content:encoded>
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