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	<title>Comments on: Cross Price Elasticity of Demand?</title>
	<link>http://www.golfblob.com/golf-balls/cross-price-elasticity-of-demand/</link>
	<description>Your Questions, Our Answers</description>
	<pubDate>Thu, 17 May 2012 09:00:48 +0000</pubDate>
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		<title>By:   Jurij-EU   Ω²</title>
		<link>http://www.golfblob.com/golf-balls/cross-price-elasticity-of-demand/#comment-2885</link>
		<author>  Jurij-EU   Ω²</author>
		<pubDate>Mon, 21 Dec 2009 02:29:50 +0000</pubDate>
		<guid>http://www.golfblob.com/golf-balls/cross-price-elasticity-of-demand/#comment-2885</guid>
		<description>Qd = Qs
Qd = 90 - 2P - 2T
Qs = -9 + 5P - 2.5R
R = 2
T = 10
Qd = 90 - 2P - 2x10 = 70 - 2P
Qs = -9 + 5P - 2.5x2 = 5P - 14
5P - 14 = 70 - 2P
84 = 7P
P = 12
Qs = Qd = 70 - 2x12 = 5x12 - 14 = 46


Exd(T) = (∂Qd/∂T) x (T/Qd)
∂Qd/∂T = -2
T = 10
Exd(T) = -2 x 10 / Qd = -20/46 = -10/23 ≈ -0.43478

Exs(R) = (∂Qs/∂R) x (R/Qs) = -2.5x2/46 ≈ -0.1087

Es = (∂Qs/∂P) x P/Qs = 5x12/46 ≈ 1.3043
Ed = (∂Qd/∂P) x P/Qd = -2x12/46 ≈ -0.5217</description>
		<content:encoded><![CDATA[<p>Qd = Qs<br />
Qd = 90 - 2P - 2T<br />
Qs = -9 + 5P - 2.5R<br />
R = 2<br />
T = 10<br />
Qd = 90 - 2P - 2&#215;10 = 70 - 2P<br />
Qs = -9 + 5P - 2.5&#215;2 = 5P - 14<br />
5P - 14 = 70 - 2P<br />
84 = 7P<br />
P = 12<br />
Qs = Qd = 70 - 2&#215;12 = 5&#215;12 - 14 = 46</p>
<p>Exd(T) = (∂Qd/∂T) x (T/Qd)<br />
∂Qd/∂T = -2<br />
T = 10<br />
Exd(T) = -2 x 10 / Qd = -20/46 = -10/23 ≈ -0.43478</p>
<p>Exs(R) = (∂Qs/∂R) x (R/Qs) = -2.5&#215;2/46 ≈ -0.1087</p>
<p>Es = (∂Qs/∂P) x P/Qs = 5&#215;12/46 ≈ 1.3043<br />
Ed = (∂Qd/∂P) x P/Qd = -2&#215;12/46 ≈ -0.5217</p>
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