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		<title>What is the minimum number of races required to pick the best three horses from 25 horses if each race has maximum of 5 horses ?</title>
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					<description><![CDATA[Answer : 7...]]></description>
										<content:encoded><![CDATA[<div class="TextHeading">
<div class="hddn">
<p class="color-pink">What is the minimum number of races required to pick the best three horses from 25 horses if each race has maximum of 5 horses ?</p>
</div>
</div>
<p>We will only need 7 races to get the best three out of 25.</p>
<p>Let us Name horses as H1, H2, H3&#8230;H25.</p>
<p>Now,</p>
<p>Race 1 &#8211; H1 &#8211; H5<br />
Race 2 &#8211; H6 &#8211; H10<br />
Race 3 &#8211; H11 &#8211; H15<br />
Race 4 &#8211; H16 &#8211; H20<br />
Race 5 &#8211; H21 &#8211; H21</p>
<p>Let us now assume</p>
<p>First Rank of Race 1 &#8211; W11<br />
Second Rank of Race 1 &#8211; W12<br />
.<br />
First Rank of Race 2 &#8211; W21<br />
.<br />
Third Rank of Race 2 &#8211; W23</p>
<p>Fifth Rank Of Race 5 &#8211; W55</p>
<p>Race 6 &#8211; W11 , W21 , W31, W41, W51 ( toppers from first five races)</p>
<p>Race 7 &#8211; 2nd from Race 6, 3rd from Race 6, X, Y , Z where</p>
<p>X= 2nd winner from the team of winner of race 6<br />
Y= 3rd winner from the team of winner of race 6<br />
Z= 2nd winner from the team of 2nd winner of race 6</p>
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