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This table shows bases, heights, and areas of four triangles. In each triangle, the base remains the same and the height changes.TrianglesBase, b30 yards30 yards30 yards30 yardsHeight, h20 yards40 yards60 yards80 yardsArea, A300 square yards600 square yards900 square yards1200 square yardsWhich formula best represents the relationship between A, the areas of these triangles, and h, their heights?

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This table shows bases, heights, and areas of four triangles. In each triangle, the base remains the same and the height changes.<br><table border='1' cellpadding='0' cellspacing='0' class='msotablegrid4' width='475'><tbody><tr><td class='calibre133' colspan='5'><p>Triangles</p></td></tr><tr><td class='calibre134'><p><b>Base, <i class='calibre12'>b</i></b></p></td><td class='calibre135'><p>30 yards</p></td><td class='calibre136'><p>30 yards</p></td><td class='calibre137'><p>30 yards</p></td><td class='calibre138'><p>30 yards</p></td></tr><tr><td class='calibre134'><p><b>Height, <i class='calibre12'>h</i></b></p></td><td class='calibre135'><p>20 yards</p></td><td class='calibre136'><p>40 yards</p></td><td class='calibre137'><p>60 yards</p></td><td class='calibre138'><p>80 yards</p></td></tr><tr><td class='calibre134'><p><b>Area, <i class='calibre12'>A</i></b></p></td><td class='calibre135'><p>300 square yards</p></td><td class='calibre139'><p>600 square yards</p></td><td class='calibre140'><p>900 square yards</p></td><td class='calibre141'><p>1200 square yards</p></td></tr></tbody></table><br><br>Which formula best represents the relationship between <i>A,</i> the areas of these triangles, and <i>h</i>, their heights?






 
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