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Why does sqrt(L^2-((1/2)L)^2) = (sqrt(3)/2) x L ?
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\[\sqrt{L^{2} - (\frac{ 1}{ 2 }}L)^{2} = \frac{ \sqrt{3} }{ 2 }L\]\] Can someone show me the steps they would take to go from the left to the right please :)
|dw:1349985352423:dw| just if your interested, this is where im getting it from, solving for H
\[\sqrt{L^2-(\frac12L)^2}=\sqrt{L^2-\frac14L^2}=\sqrt{\frac44L^2-\frac14L^2}\]\[=\sqrt{\frac34L^2}=\frac{\sqrt3}2L\]
thanks, ahhh L^2 = 1L^2 = (4/4)L^2 yeahhh thats the bit. Thanks alot
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