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Domain: geometry_and_trigonometry
| ID | Section | Domain | Skill | Difficulty | Question | Actions |
|---|---|---|---|---|---|---|
| math_geo_1091 | Math | geometry_and_trigonometry | circles | Hard | Circle A in the \(xy\)-plane is defined by \((x + 7)^2 + (y - 2)^2 = 81\). Circle B has the same center as circle A, and ... | |
| math_geo_1090 | Math | geometry_and_trigonometry | circles | Hard | Circle A in the \(xy\)-plane is defined by \((x - 6)^2 + (y - 5)^2 = 16\). Circle B has the same center as circle A, and ... | |
| math_geo_1089 | Math | geometry_and_trigonometry | circles | Hard | Circle A in the \(xy\)-plane is defined by \((x + 3)^2 + (y + 4)^2 = 36\). Circle B has the same center as circle A, and ... | |
| math_geo_1088 | Math | geometry_and_trigonometry | circles | Hard | Circle A in the \(xy\)-plane is defined by \((x - 2)^2 + (y - 9)^2 = 9\). Circle B has the same center as circle A, and t... | |
| math_geo_1087 | Math | geometry_and_trigonometry | circles | Hard | Circle A in the \(xy\)-plane is defined by \((x + 8)^2 + (y - 1)^2 = 49\). Circle B has the same center as circle A, and ... | |
| math_geo_1086 | Math | geometry_and_trigonometry | circles | Hard | Circle A in the \(xy\)-plane is defined by \((x - 4)^2 + (y + 6)^2 = 25\). Circle B has the same center as circle A, and ... | |
| math_geo_1085 | Math | geometry_and_trigonometry | lines_angles_and_triangles | Hard | In right triangle \(GHI\), angle \(H\) is a right angle. Point \(J\) lies on \(\overline{GH}\), point \(K\) lies on \(\overline{...\) | |
| math_geo_1084 | Math | geometry_and_trigonometry | lines_angles_and_triangles | Hard | Triangle \(TUV\) is right at \(U\). Point \(W\) lies on \(\overline{TU}\), point \(X\) lies on \(\overline{TV}\), and \(\overline{...\) | |
| math_geo_1083 | Math | geometry_and_trigonometry | lines_angles_and_triangles | Hard | In right triangle \(XYZ\), angle \(Y\) is a right angle. Point \(A\) lies on \(\overline{XY}\), point \(B\) lies on \(\overline{...\) | |
| math_geo_1082 | Math | geometry_and_trigonometry | lines_angles_and_triangles | Hard | Triangle \(ABC\) is right at \(B\). Point \(D\) lies on \(\overline{AB}\), point \(E\) lies on \(\overline{AC}\), and \(\overline{...\) |