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	<title>Wall St. Cheat Sheet &#187; Is Bernanke’s Monetary Policy a Risk or a Fix for the U.S. Economy?</title>
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		<title>Is Bernanke’s Monetary Policy a Risk or a Fix for the U.S. Economy?</title>
		<link>http://wallstcheatsheet.com/stocks/is-bernankes-monetary-policy-a-risk-or-a-fix-for-the-u-s-economy.html/</link>
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		<pubDate>Wed, 27 Feb 2013 19:39:03 +0000</pubDate>
		<dc:creator>Dan Ritter</dc:creator>
				<category><![CDATA[Ben Bernanke]]></category>
		<category><![CDATA[Business]]></category>
		<category><![CDATA[Economy]]></category>
		<category><![CDATA[Federal Reserve]]></category>
		<category><![CDATA[monetary policy]]></category>
		<guid isPermaLink="false">http://wallstcheatsheet.com/?p=386729</guid>
		<description><![CDATA[Chairman of the Federal Reserve Ben Bernanke testified before the House Financial Services Committee on Wednesday...]]></description>
				<content:encoded><![CDATA[<p>Chairman of the Federal Reserve Ben Bernanke testified before the House Financial Services Committee on Wednesday morning. The 10-second takeaway, a near facsimile of Tuesday&#8217;s hearing before the Senate Banking Committee, was that Bernanke remains a champion of quantitative easing. Rolling with the blows dealt by those who disagree with his policies (there are many), Bernanke dug a trench around the idea that the benefits of the Fed&#8217;s policy outweigh the risks.</p>
<p><strong>Bernanke&#8217;s Testimony<a href="http://wallstcheatsheet.com/view-image?src=2010/02/Cspan-bernanke-feb-24-2010-300x254.png"><img class="alignright  wp-image-7171" style="margin: 10px;" alt="Cspan bernanke feb 24 2010" src="http://images.wallstcheatsheet.com/wp-content/uploads/2010/02/Cspan-bernanke-feb-24-2010-300x254.png" width="270" height="229" /></a></strong></p>
<p>The hearings were broken down into two parts: testimony and a questions and answers portion. Panel testimony at the beginning of the hearings was consciously kept brief under what seemed to be a consensus that the real meat was in <a href="http://www.federalreserve.gov/newsevents/testimony/bernanke20130226a.htm">Bernanke&#8217;s testimony</a> and the Q&amp;A session. As mandated, Bernanke delivered the same testimony before both panels.</p>
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<p>The whole thing is worth a read, but it doesn&#8217;t really contain any surprises or new insight. In it, Bernanke describes the U.S. economy as expanding at a &#8220;moderate if somewhat uneven pace.&#8221; In his perspective, flat-to-negative fourth-quarter GDP growth should be interpreted as an effectively seasonal fluctuation, and should not be taken to indicate the beginning of another recessionary period. The fourth-quarter pause in economic activity punctuated about 3 percent annual growth in 2012.</p>
<p>Bernanke&#8217;s take is of the of glass-half-full variety, describing the labor market as &#8220;improving gradually&#8221; though &#8220;generally weak.&#8221; Some early focus was given to the dual mandate of the Federal Reserve &#8212; which states that the FOMC will try to maximize employment and maintain moderate long-term interest rates &#8212; and the central bank&#8217;s decision to link its policy to these metrics&#8230;</p>
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<p>Bernanke defended the move, suggesting that pegging Fed policy to labor market conditions (the Fed set a target of 6.5 percent U-3 unemployment, which currently sits at 7.9 percent) and long-term interest rates (no more than 0.5 percent above the long-term goal of 2 percent inflation) allows market participants to more accurately and frequently update their monetary policy expectations.</p>
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<p style="text-align: center;"><a 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"><img 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" 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<p>&#8220;With unemployment well above normal levels and inflation subdued, progress toward the Federal Reserve&#8217;s mandated objectives of maximum employment and price stability has required a highly accommodative monetary policy,&#8221; Bernanke wrote in his testimony. &#8220;Under normal circumstances, policy accommodation would be provided through reductions in the FOMC&#8217;s target for the federal funds rate&#8211;the interest rate on overnight loans between banks. However, as this rate has been close to zero since December 2008, the Federal Reserve has had to use alternative policy tools.&#8221;</p>
<p>It&#8217;s these other tools that were the focus of much of the questioning Bernanke faced, as well as the national conversation concerning whether or not the Fed&#8217;s policy is worth the risk&#8230;</p>
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<p><a href="http://wallstcheatsheet.com/view-image?src=2010/01/Bernanke-Bills.jpg"><img class="alignleft size-full wp-image-5614" style="margin: 10px;" alt="Bernanke Bills" src="http://images.wallstcheatsheet.com/wp-content/uploads/2010/01/Bernanke-Bills.jpg" width="300" height="199" /></a>If conventional policy fails, it seems tautological that unconventional policy should be adopted. To this point, Bernanke addressed the two main differences of the current, unconventional, policy. The first is forward-looking guidance &#8212; i.e. not just linking monetary policy to inflation and labor market conditions, but making that strategy public knowledge &#8212; and the second are the highly-controversial rounds of asset-purchases.</p>
<p>At a glance, the goal of purchasing securities is to put downward pressure on longer-term interest rates. The result of easy-money policy is in the name, and the strategy is to make access to cash easy enough that entrepreneurs can afford to borrow in order to take (appropriate amounts of) risk, and big businesses can access the credit they need to grow.</p>
<p>But risks are rampant. Bubbles, distortions that result from difficulties pricing risk, and a &#8220;don&#8217;t fight the fed&#8221; business strategy mentality &#8212; specifically, a non-market based business strategy that responds more to the tremendous size of the Fed&#8217;s footprint and less to actual real-world market dynamics &#8212; are just a few concerns offered by critics of Bernanke&#8217;s policies&#8230;</p>
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<p>Another fear is that retirees have poor incentives to move to or remain in lower-risk investments, because yields are so low. It&#8217;s a backwards logic that puts pension funds into volatile equities, and critics would say that easy-money policy incentivizes that reasoning.</p>
<p>The possibility that investors large and small will use the backdrop of the Fed&#8217;s policy to take on excessive risk has been a major point of contention in the debate around federal policy. At the end of the day, Bernanke and the majority of his colleagues conclude that the benefits &#8212; progress toward the dual mandate &#8212; outweigh the risks.</p>
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<p>While Bernanke is confident in that claim, critics have questioned his foresight. Remember that he failed to properly diagnose the housing crisis as it was building. Concerns are growing alongside the Fed&#8217;s balance sheet that it&#8217;s enormous position will be catastrophically difficult to unwind. Bernanke, for his part, believes he can tighten monetary policy when the time is needed.</p>
<p><a 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"><img 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" 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<p><strong>Don&#8217;t Miss:</strong> <a href="http://wallstcheatsheet.com/stocks/bernanke-talks-sequestration-defends-the-fed.html/" target="_blank">Bernanke Talks Sequestration, Defends the Fed.</a></p>
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