5. The formula for the area of a triangle is ,data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAAAjCAIAAABEqfBDAAAFKklEQVRYhe2Y6zNbaRzH88q7dv+Lbr3dsn2xuzXiFuIs6pYgJJIeIkJdqipoBEGzUpfSWtalbluVRTEog3Ero0p1o+gg7iQikiBBnGdfnJ0zXYfWRmdSu77zvDnP831+8/vM+f3OeeYhgPMvgqkT+AK6YDBWer2usqwokOGn3to8e7QLBqOkUau4HPiGlVUQzNjWas4e0AQMer2up7NFLBL6+XptqZRnD2iynn43NuxMdlQq1s8eymQMrwd7IYh8wfC3vi4G+fqKdHxEtblxxLy3p59+Py6bnTIYDPhQp2VYWpgb7O/akK8ZlzFexzLU1VR+e/VqQV7WEfOmUkHxdrextZGvr+BDnZZB where b is the base and h is the height. What is the area of the triangle shown here? 162 ft2 99 ft2 324 ft2 198 ft2
data:image/png;base64,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