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I am building a sloped table and I need to determine the height of one side. Here are my dimensions. The tall side has two legs at a height of $55$ inches, the top where the tabletop attaches will be cut at a $60^\circ$ angle. The Distance from where the tall legs attach to the next set of legs is $34$ inches. The next set of legs will be also cut at a $60^\circ$ angle, however I am not sure how to calculate what height the second set of legs should be. I have added a image to explain. Hopefully some one can help. enter image description here

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$55-34\sin(60^\circ)$ – Brett Frankel Apr 25 '12 at 19:27
Is the 60 degree angle the one that the table top makes with the larger leg, or the one the table top would make with the "floor" if extended? – Arturo Magidin Apr 25 '12 at 19:33
@BrettFrankel could you place this as a answer so I can choose it thanks. – Anders Kitson Apr 25 '12 at 19:53
@ArturoMagidin The 60degree angle is the slope of the two legs. – Anders Kitson Apr 25 '12 at 20:05
@Anders: That doesn't tell me which angle you are measuring (I'm no carpenter): the one on "top left" or the one on "bottom right". – Arturo Magidin Apr 25 '12 at 20:08

Since Brett Frankel never placed his comment in this box, I'll do it: the height is $55−34\sin(60^\circ) \approx 25.5$

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