base angles
... The parallel sides of a trapezoid are its bases. The nonparallel sides are its legs. Two angles that share a vase of a trapezoid are base ...
... The parallel sides of a trapezoid are its bases. The nonparallel sides are its legs. Two angles that share a vase of a trapezoid are base ...
Non-Euclidean Geometry, spring term 2017 Homework 4. Due date
... Problem 1. On the Euclidean plane, triangles on the same base, and with vertices lying on a line parallel to the base, have the same area. Problem 2. On a hyperbolic plane, triangles on the same base and with the same midline have the same area. Problem 3. Let S be a unit sphere in R3 , and ∆ ⊂ S a ...
... Problem 1. On the Euclidean plane, triangles on the same base, and with vertices lying on a line parallel to the base, have the same area. Problem 2. On a hyperbolic plane, triangles on the same base and with the same midline have the same area. Problem 3. Let S be a unit sphere in R3 , and ∆ ⊂ S a ...
Triangle Exploration Wrap
... What conditions must be true for creating triangles? • The two shortest sides of the triangle must be greater than the longest side. ...
... What conditions must be true for creating triangles? • The two shortest sides of the triangle must be greater than the longest side. ...
john f. kennedy high school geometry course syllabus
... Prove the Pythagorean theorem. Use the Pythagorean theorem to determine distance and find missing lengths of sides in right triangles. Perform basic constructions with a straightedge and compass, such as angle bisectors, perpendicular bisectors, and the line parallel to a given line through a point ...
... Prove the Pythagorean theorem. Use the Pythagorean theorem to determine distance and find missing lengths of sides in right triangles. Perform basic constructions with a straightedge and compass, such as angle bisectors, perpendicular bisectors, and the line parallel to a given line through a point ...
Lesson 4-1
... Answer: ΔJMN has no congruent sides, so it is a scalene triangle. ΔJKO has no congruent sides, so it is a scalene triangle. ΔOLN has all sides congruent, so it is an equilateral triangle. ...
... Answer: ΔJMN has no congruent sides, so it is a scalene triangle. ΔJKO has no congruent sides, so it is a scalene triangle. ΔOLN has all sides congruent, so it is an equilateral triangle. ...
