Geometry Construction Project
... point F. F is the midpoint of AE , and GH is a bisector of AE by theorem 2.1 and the definition of a perpendicular line. After drawing GH with my straightedge (def. of a line) I labeled EFG as 90 . GH is perpendicular to AE and by the definition of perpendicular lines we know that they form a righ ...
... point F. F is the midpoint of AE , and GH is a bisector of AE by theorem 2.1 and the definition of a perpendicular line. After drawing GH with my straightedge (def. of a line) I labeled EFG as 90 . GH is perpendicular to AE and by the definition of perpendicular lines we know that they form a righ ...
Geometry and Measurement of Plane Figures Euclid`s Muse
... Euclid is best known for the multivolume Elements, the most widely known mathematical books of classical times—books still used in many geometry classes today. “ . . . he introduces quite a number of definitions . . .” Indeed, Elements begins with definitions and postulates. ...
... Euclid is best known for the multivolume Elements, the most widely known mathematical books of classical times—books still used in many geometry classes today. “ . . . he introduces quite a number of definitions . . .” Indeed, Elements begins with definitions and postulates. ...
Constructions project
... All constructions must be in a 3-PRONG FOLDER. There are no exceptions! 3-prong folder will have a title page, this rubric and the constructions list. Highlight the names of the constructions you have drawn. Please number each page of your project. Place the constructions in the order they are on th ...
... All constructions must be in a 3-PRONG FOLDER. There are no exceptions! 3-prong folder will have a title page, this rubric and the constructions list. Highlight the names of the constructions you have drawn. Please number each page of your project. Place the constructions in the order they are on th ...
2-6-2017 Math 8 Lesson plan
... 1) Warm-up 2) Quiz 6-1 & 6-2 3) Inquiry Lab- Rotational Symmetry P. 473- Pair work 4) Complete Guided Notes: Vocabulary (rotational symmetry, angle of rotation, rotation, center of rotation), Examples, and Got it? problems 5) CW- P. 478 Instructional Strategies: Direct instruction, modeling, guided ...
... 1) Warm-up 2) Quiz 6-1 & 6-2 3) Inquiry Lab- Rotational Symmetry P. 473- Pair work 4) Complete Guided Notes: Vocabulary (rotational symmetry, angle of rotation, rotation, center of rotation), Examples, and Got it? problems 5) CW- P. 478 Instructional Strategies: Direct instruction, modeling, guided ...
Chapter 5
... You can move vectors around as long as you do NOT change the magnitude (length) or direction In calculations with vector quantities, vectors of magnitude 1 and 1 do not always produce a resultant vector of magnitude 2! ...
... You can move vectors around as long as you do NOT change the magnitude (length) or direction In calculations with vector quantities, vectors of magnitude 1 and 1 do not always produce a resultant vector of magnitude 2! ...
Cardinal direction
The four cardinal directions or cardinal points are the directions of north, east, south, and west, commonly denoted by their initials: N, E, S, W. East and west are at right angles to north and south, with east being in the clockwise direction of rotation from north and west being directly opposite east. Intermediate points between the four cardinal directions form the points of the compass. The intermediate (intercardinal, or ordinal) directions are northeast (NE), southeast (SE), southwest (SW), and northwest (NW). Further, the intermediate direction of every set of intercardinal and cardinal direction is called a secondary-intercardinal direction, the eight shortest points in the compass rose to the right, i.e. NNE, ENE, ESE, and so on.