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Difficulty: Hard
ID Section Domain Skill Difficulty Question Actions
math_geo_1231 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle J\) and \(\angle K\), \(\cos(J)=\sin(K)\). The measures, in degrees, of \(\angle J\) and \(\ang...\)
math_geo_1230 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle U\) and \(\angle V\), \(\cos(U)=\sin(V)\). The measures, in degrees, of \(\angle U\) and \(\ang...\)
math_geo_1229 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle G\) and \(\angle H\), \(\cos(G)=\sin(H)\). The measures, in degrees, of \(\angle G\) and \(\ang...\)
math_geo_1228 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle P\) and \(\angle Q\), \(\cos(P)=\sin(Q)\). The measures, in degrees, of \(\angle P\) and \(\ang...\)
math_geo_1227 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle S\) and \(\angle T\), \(\cos(S)=\sin(T)\). The measures, in degrees, of \(\angle S\) and \(\ang...\)
math_geo_1226 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle D\) and \(\angle E\), \(\cos(D)=\sin(E)\). The measures, in degrees, of \(\angle D\) and \(\ang...\)
math_geo_1225 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle M\) and \(\angle N\), \(\cos(M)=\sin(N)\). The measures, in degrees, of \(\angle M\) and \(\ang...\)
math_geo_1224 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle A\) and \(\angle B\), \(\cos(A)=\sin(B)\). The measures, in degrees, of \(\angle A\) and \(\ang...\)
math_geo_1223 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard For two acute angles, \(\angle Q\) and \(\angle R\), \(\cos(Q)=\sin(R)\). The measures, in degrees, of \(\angle Q\) and \(\ang...\)
math_geo_1222 Math geometry_and_trigonometry right_triangles_and_trigonometry Hard The perimeter of an isosceles right triangle is \(99+99\sqrt{2}\) inches. What is the length, in inches, of the hypoten...
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