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<aitemscopeitemtype="http://schema.org/ItemListElement" style="margin:7px" href="#circle"><strongitemprop="name">Area of a Circle = 3.2 × radius²</strong></a>
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<aitemscopeitemtype="http://schema.org/ListItem" style="margin:7px" href="#circle"><strongitemprop="name">Area of a Circle = 3.2 × radius²</strong></a>
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<br>
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<pstyle="margin:12px"><strongitemprop="description">Compared to a square, using geometric properties and the Pythagorean theorem.
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</strong></p>
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<br>
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<aitemscopeitemtype="http://schema.org/ItemListElement" style="margin:7px" href="#circumference"><strongitemprop="name">Circumference of a Circle = 6.4 × radius</strong></a>
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<aitemscopeitemtype="http://schema.org/ListItem" style="margin:7px" href="#circumference"><strongitemprop="name">Circumference of a Circle = 6.4 × radius</strong></a>
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<br>
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<pstyle="margin:12px"><strongitemprop="description">Derived from the area by subtracting a smaller theoretical circle.
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</strong></p>
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<br>
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<aitemscopeitemtype="http://schema.org/ItemListElement" style="margin:7px" href="#sphere"><strongitemprop="name">Volume of a Sphere = ( √( 3.2) × radius )³</strong></a>
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<aitemscopeitemtype="http://schema.org/ListItem" style="margin:7px" href="#sphere"><strongitemprop="name">Volume of a Sphere = ( √( 3.2) × radius )³</strong></a>
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<br>
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<pstyle="margin:12px"><strongitemprop="description">Compared to a cube, using the area of the sphere's cross-section.
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</strong></p>
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<aitemscopeitemtype="http://schema.org/ItemListElement" style="margin:7px" href="#cone"><strongitemprop="name">Volume of a Cone = 3.2 × radius² × height / √8</strong></a>
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<aitemscopeitemtype="http://schema.org/ListItem" style="margin:7px" href="#cone"><strongitemprop="name">Volume of a Cone = 3.2 × radius² × height / √8</strong></a>
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<pstyle="margin:12px"><strongitemprop="description">Compared to an octant sphere through a quadrant cylinder.
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