MATH 241 Midterm Review Know these things. When appropriate
... l1 k l2 , m1 ⊥ l1 and m2 ⊥ l2 then m1 k m2 . m1 ⊥ l1 and m2 ⊥ l2 then l1 k l2 if and only if m1 k m2 . A triangle’s three perpendicular bisectors are concurrent. Know what is, and how to construct a triangle’s circumcircle. All of theorem 2.2.1 (chords of circles). A triangle’s three angle bisectors ...
... l1 k l2 , m1 ⊥ l1 and m2 ⊥ l2 then m1 k m2 . m1 ⊥ l1 and m2 ⊥ l2 then l1 k l2 if and only if m1 k m2 . A triangle’s three perpendicular bisectors are concurrent. Know what is, and how to construct a triangle’s circumcircle. All of theorem 2.2.1 (chords of circles). A triangle’s three angle bisectors ...
G - HuguenotMath
... parallel lines and a transversal including corresponding angles, alternate interior angles, alternate exterior angles, and same-side (consecutive) interior angles. • Solve real-world problems involving intersecting and parallel lines in a plane. G.3 Objectives • Find the coordinates of the midpoint ...
... parallel lines and a transversal including corresponding angles, alternate interior angles, alternate exterior angles, and same-side (consecutive) interior angles. • Solve real-world problems involving intersecting and parallel lines in a plane. G.3 Objectives • Find the coordinates of the midpoint ...
Chapter 1 - Ithaca Public Schools
... A(n) ___________________________ is an accepted statement of fact. ___________________________ are coplanar lines that do not intersect. An ___________________________ is an angle whose measure is between 90 and 180. You can use ___________________________ when you make conclusions based on patterns ...
... A(n) ___________________________ is an accepted statement of fact. ___________________________ are coplanar lines that do not intersect. An ___________________________ is an angle whose measure is between 90 and 180. You can use ___________________________ when you make conclusions based on patterns ...
