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	<title>Retirees Archives - Newcastle Financial Planners &amp; Financial Advisors</title>
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	<title>Retirees Archives - Newcastle Financial Planners &amp; Financial Advisors</title>
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		<title>Why franking credits are important for retirees</title>
		<link>https://financialplanner-newcastle.com.au/why-franking-credits-are-important-for-retirees/</link>
		
		<dc:creator><![CDATA[Harlan Marriott]]></dc:creator>
		<pubDate>Wed, 06 Jan 2016 07:08:19 +0000</pubDate>
				<category><![CDATA[Financial Planning]]></category>
		<category><![CDATA[Franking]]></category>
		<category><![CDATA[franking credits]]></category>
		<category><![CDATA[Newcastle Financial Planners]]></category>
		<category><![CDATA[Retirees]]></category>
		<category><![CDATA[retirement]]></category>
		<guid isPermaLink="false">http://financialplanner-newcastle.com.au/?p=2634</guid>

					<description><![CDATA[<p>Many of you will have seen the term franking credit appear on your share dividend statements, but what does a franking credit actually mean and how you can benefit? What is a franking credit? When an Australian-listed company posts a profit, it is standard practice to redistribute those profits to its shareholders in the form of a dividend. As the profits have already been subject to Australian company tax of 30 per cent the shareholder is entitled to a rebate (partial to full) from the ATO for tax already paid if their marginal tax rate is less than 30 per cent. On the dividend statement, the company tax paid is referred to as a &#8216;franking credit&#8217;. In the case of retirees that pay zero tax, franking credits are 100 per cent refundable, which means they can significantly boost the returns for pension phase investors. The importance of franking credits for retirees The graph below compares the after tax return of a $1 dividend franked vs unfranked for pension phase investors, super funds and individual investors on the top tax rate of 49 per cent. As you can see per dollar of dividend the zero tax rate applied to pension phase [&#8230;]</p>
<p>The post <a href="https://financialplanner-newcastle.com.au/why-franking-credits-are-important-for-retirees/">Why franking credits are important for retirees</a> appeared first on <a href="https://financialplanner-newcastle.com.au">Newcastle Financial Planners &amp; Financial Advisors</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>
	<strong>Many of you will have seen the term franking credit appear on your share dividend statements, but what does a franking credit actually mean and how you can benefit?</strong>
</p>
<p>
	<strong>What is a franking credit?</strong>
</p>
<p>
	When an Australian-listed company posts a profit, it is standard practice to redistribute those profits to its shareholders in the form of a dividend. As the profits have already been subject to Australian company tax of 30 per cent the shareholder is entitled to a rebate (partial to full) from the ATO for tax already paid if their marginal tax rate is less than 30 per cent.
</p>
<p>
	On the dividend statement, the company tax paid is referred to as a &lsquo;franking credit&rsquo;.
</p>
<p>
	In the case of retirees that pay zero tax, franking credits are 100 per cent refundable, which means they can significantly boost the returns for pension phase investors.
</p>
<p>
	<strong>The importance of franking credits for retirees</strong>
</p>
<p>
	The graph below compares the after tax return of a $1 dividend franked vs unfranked for pension phase investors, super funds and individual investors on the top tax rate of 49 per cent. As you can see per dollar of dividend the zero tax rate applied to pension phase investors allows them to benefit most from a fully franked dividend, leaving them approximately 22 cents and 70 cents better off than super and top tax rate investors respectively.
</p>
<p>
	<strong>The after-tax value from a $1 dividend franked vs unfranked for differentAustralian investors.</strong>
</p>
<p>
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" style="width: 538px; height: 361px;" width="595" />
</p>
<p>
	<strong>What difference does franking make?</strong>
</p>
<p>
	The table below, compares the performance of the standard S&amp;P/ASX Accumulation Index with that of a new &lsquo;tax aware index&rsquo; (the S&amp;P/ASX 200 Total Return Tax-Exempt Index) which fully values franking from the perspective of tax exempt investors such as charities or pension phase investors. The additional returns from franking credits are close to the current cash rate and, when accumulated over three years add an extra 7.2 per cent to returns.
</p>
<p>
	<strong>Performance of Australian shares before and after franking for the three years to 31 December 2014</strong>
</p>
<p>
	<img decoding="async" height="247" 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" style="width: 478px; height: 188px;" width="782" />
</p>
<p>
	As you can see, over time franking credits can have a significant impact on your returns, particularly if you are in pension phase or are a tax-exempt investor. Therefore, if you are a retiree or nearing retirement, you need to understand the benefits of franking and how you can structure your investment portfolios effectively.
</p>
<p>
	<em>Source: Plato Investment Management</em>
</p>
<p>
	<strong>To find out more, speak to your Leenane Templeton financial planner today on 02 4926 2300.</strong></p>
<p>The post <a href="https://financialplanner-newcastle.com.au/why-franking-credits-are-important-for-retirees/">Why franking credits are important for retirees</a> appeared first on <a href="https://financialplanner-newcastle.com.au">Newcastle Financial Planners &amp; Financial Advisors</a>.</p>
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