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<blockquote data-quote="cool9" data-source="post: 2151050" data-attributes="member: 561471">Bunch of jackoffs in this place.15x14x10 enclosure is 1.22 cubic ft. How&#039;d they get 0.75 cubic ft? Subtract so-called &quot;speaker displacement&quot; (0.038) from that and you get 1.18.There&#039;s no way the physical speaker displacement is 0.038 cubic ft. The magnet diameter= 5.312 and the depth is 5.250. So the physical speaker displacement is at least 0.067 cubic ft.0.038 cubic ft is about the volume of a 3.5&quot; stack of CDs.Tell me this: What&#039;s the change rate of velocity equal to with respect to time? The change rate of power equal to with respect to time? What is the acceleration of gravity in ft/second[squared]? The equation for tensile stress in a bolt? The equation for shear stress in the threads of a bolt? What&#039;s the derivative of (x+y)[squared]? What&#039;s the limit of (X/1) as X approaches -infinity?</blockquote>

[QUOTE="cool9, post: 2151050, member: 561471"] Bunch of jackoffs in this place. 15x14x10 enclosure is 1.22 cubic ft. How'd they get 0.75 cubic ft? Subtract so-called "speaker displacement" (0.038) from that and you get 1.18. There's no way the physical speaker displacement is 0.038 cubic ft. The magnet diameter= 5.312 and the depth is 5.250. So the physical speaker displacement is at least 0.067 cubic ft. 0.038 cubic ft is about the volume of a 3.5" stack of CDs. Tell me this: What's the change rate of velocity equal to with respect to time? The change rate of power equal to with respect to time? What is the acceleration of gravity in ft/second[squared]? The equation for tensile stress in a bolt? The equation for shear stress in the threads of a bolt? What's the derivative of (x+y)[squared]? What's the limit of (X/1) as X approaches -infinity? [/QUOTE]

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