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	<title>Comments on: Golf balls are packaged three to a rectangular box. If the diameter of one ball is 1 3/4, find volume of box?</title>
	<link>http://www.golfblob.com/golf-balls/golf-balls-are-packaged-three-to-a-rectangular-box-if-the-diameter-of-one-ball-is-1-34-find-volume-of-box/</link>
	<description>Your Questions, Our Answers</description>
	<pubDate>Thu, 17 May 2012 09:56:43 +0000</pubDate>
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		<title>By: juan dela cruz</title>
		<link>http://www.golfblob.com/golf-balls/golf-balls-are-packaged-three-to-a-rectangular-box-if-the-diameter-of-one-ball-is-1-34-find-volume-of-box/#comment-4140</link>
		<author>juan dela cruz</author>
		<pubDate>Sun, 29 Nov 2009 12:02:19 +0000</pubDate>
		<guid>http://www.golfblob.com/golf-balls/golf-balls-are-packaged-three-to-a-rectangular-box-if-the-diameter-of-one-ball-is-1-34-find-volume-of-box/#comment-4140</guid>
		<description>width = 2D

length = D/2 + D/2 + Dsqrt(3)/2 = (1 + sqrt(3)/2)D

height = D

v = 2D*(1 + sqrt(3)/2)D*D

v = 2(1 + sqrt(3)/2)(1.75)^3

v = 20 cu units</description>
		<content:encoded><![CDATA[<p>width = 2D</p>
<p>length = D/2 + D/2 + Dsqrt(3)/2 = (1 + sqrt(3)/2)D</p>
<p>height = D</p>
<p>v = 2D*(1 + sqrt(3)/2)D*D</p>
<p>v = 2(1 + sqrt(3)/2)(1.75)^3</p>
<p>v = 20 cu units</p>
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