Orthocenter

Orthocenter Construction

Construct any triangle ABC. Let lines be drawn through <ABC,<BCA, and <CAB such that each line is perpendicular to AC, AB, and BC respectively. The point on which these three lines intersect is the orthocenter.

Neue Materialien

Task 3 - Custom Solid 1
Sine and Cosine on the Unit Circle
Parallelogram Linkage
Vertical and Oblique Asymptote
Tangent Vector (2)

Entdecke Materialien

Corresponding Angles
Minst mulig overflateareal til en åpen kjegle
Volume of a Cone as the limit of sum of volumes of Cylinders

Entdecke weitere Themen

Sinus
Binomialverteilung
Standardabweichung
Lineare Gleichungen
Stetigkeit