Update about.html

Author: Gmac4247

about.html

@@ -228,24 +228,8 @@
      "mathExpression-output": "angle of rotation / 360 * Math.pow((Math.sqrt(3.2) * radius), 3)", 
      "image": "sphereAndCubeMarkup.jpeg",
      "eduQuestionType": "Volume calculation"
-   },
+   }
 
- {
-     "@type": "SolveMathAction",
-     "target": "https://basic-geometry.github.io/about/",
-     "name": "Volume of a cone",
-	 "description": "Calculates the exact volume of a cone by comparing the volume of a quarter cone to an octant of a sphere with an equal radius. This method is based on direct shape relationships, ensuring greater accuracy in real-world measurements.",
-	"mathExpression-input": "r=5 H=3 V=?",
-     "mathExpression-output": "angleOfRotation / 360 * 3.2 * Math.pow(radius, 2) * height / Math.sqrt(8)",
-     "image": [
-       "coneAndSphereMarkup.jpeg",
-       "sphereAndConeMarkup.jpeg",
-       "octantSphereQuarterCone.jpeg",
-       "coneAndSphereComparison.png"
-       ],
-     "eduQuestionType": "Volume calculation"
-  }
-	
 ],
 "url": "https://basic-geometry.github.io/about/", 
 "usageInfo":"Calculate area and volume with enhanced accuracy using the Core Geometric System ™. This innovative framework provides a practical alternative to traditional methods, rooted in comparative geometry and scaling principles. Learn exact formulas for circles (A = 3.2r^2, C = 6.4r), spheres (V = (√(3.2)r)^3), cones, and more, with applications in engineering, computer graphics, and scientific research."