課程介紹

HOW BECOME A GEOMETRY MASTER IS SET UP TO MAKE COMPLICATED MATH EASY:

This 232-lesson course includes video and text explanations of everything from Geometry, and it includes 60 quizzes (with solutions!) and an additional 12 workbooks with extra pra

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哪些人適合這堂課？

• Current geometry students, or students about to start geometry who are looking to get ahead
• Homeschool parents looking for extra support with geometry
• Anyone who wants to study math for fun after being away from school for a while

學習目標

• Quadrilaterals, triangles, and circles, including calculations of angles, perimeter, and area
• Three-dimensional geometry, including prisms, pyramids, cylinders, cones, and spheres
• Transformations of figures, including translating, rotating, and reflecting
• Logic and proofs, including conditionals and converses
• Parallels and polygons, including interior and exterior angles
• Triangle congruence, including SSS, ASA, SAS, AAS, HL, and CPCTC, plus the Pythagorean Theorem
• Shapes in space, including distance between points in space
• Dilations and scale factors, including triangle similarity statements

課程介紹

Update Feb. 2015: A new Section is in preparation, recreating the basic shape of a “Shell House”. This will be available for all student members, so join the course now before the price is increased to $69.

This is a basic introduction and overview

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哪些人適合這堂課？

• This is a first introduction to Rhinoceros for architects, students of architecture and anybody interested in organic shapes that are used in buildings.
• This course does not focus on product design nor digital fabrication, but the methods learned are of course applicable in other contexts.

學習目標

• creating complex 3D shapes and geometry, to model freeform, organic architecture
• break down a seemingly difficult shape into a logical sequence of geometric operations
• control the smoothness and continuity of the geometry with visual feedback from Rhinoceros

課程介紹

yes it was a very good match for me because i am learning more than i have ever even on khan academy. – Ed McManus

It is awesome! … usually geometry seems boring and montonous..We just do sums and stuff. But this course is

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哪些人適合這堂課？

• Students who want to learn Geometry in a Fun way
• Anyone who finds Geometry difficult and wants to approach Geometry from a new angle and start enjoying Geometry
• Students looking to build rock solid Geometry Foundation

學習目標

• Geometry Basics including Points, Lines, Angles
• Triangles, Quadrilaterals, Polygons, Circles, Trignometry basics, Coordinate Geometry and Solids (3D shapes)
• Approach Geometry in a unique manner using Graphical Division method
• Understand interesting approaches in Geometry when Regular shapes are inscirbed in other shapes

課程介紹

The demand for my basics course was so high, I decided to expand it and charge a small fee for the extra time and effort for pulling these lectures and external resources together. The first expansion includes explanation and practice for about a qua

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哪些人適合這堂課？

• This course is meant for those wanting to explore introductory concepts at a high level. This would include a student who is about to take a geometry class, is feeling behind in their geometry class, or is wanting review before an end of semester exam. This class covers most of the vocabulary and concepts related to shapes, area, perimeter, volume, and angles.
• Students looking for a more in-depth course should NOT take this course. This basic review does NOT cover proof, trig, pythagorean theorem, transformations, or extensive calcuations.

學習目標

• SECTION 1
• Master the vocabulary needed for success in a Geometry class
• Describe a polygon, give examples and non-examples
• List the basic parts of a circle
• Calculate the area and perimeter of rectangles and triangles
• Describe the concepts of perimeter, area, and volume
• Calculate the volume of a right prism (given the area of the base)
• Categorize angles, triangles, and undefined terms by sight
• Name angles, rays, lines, and segments using symbolic shorthand
• SECTION 2
• Apply the concepts of precise definitions and counter-examples
• Construct items such as perpendicular segment bisectors using both electronic tools and paper, compass, straight-edge and-pencil
• Define rotations, reflections, and translations in terms of angles, circles, perpendicular lines, parallel lines, and line segments.
• Determine the image produce by a series of transformations
• Use transformation to prove SSS, SAS, ASA, and AAS
• Determine the series of transformations required to create a particular image (given a pre-image)
• Use transformations to prove congruency of shapes
• Use two-column proofs to prove theorems about triangles, quadrilaterals, and parallel lines

課程介紹

Geometry is an exploration of truth, the kind that is self-evident and universal. Where there is universal truth, there is also great beauty and from this a feeling of sacredness naturally arises. In this class you will learn everything you need to d

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哪些人適合這堂課？

• Anyone curious about sacred geometry

學習目標

• Geometry skills
• Understand the golden ratio
• Feel the sacredness of pure geometry

課程介紹

Welcome to Master Geometry! 

This is a brand new course designed to help you master the difficult topics of Geometry and get you prepared for your next math course, which may be trigonometry, advanced algebra, or precalculus. I have been tutoring fo

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哪些人適合這堂課？

• Any student currently taking Geometry
• Any homeschooling parent who wants extra resources for their child
• Anyone wanting to review math they have not done in a while
• Any student who may be looking to get ahead in their classes

學習目標

• Construct the classic two-column geometric proofs
• Find missing angles and side lengths in triangles and other polygons
• Solve for sector area and arc length in circles
• Understand mathematical logic (Contrapositive, Inverse, and Converse)
• Understand congruence and similarity, including the triangle combinations like SSS, SAS, ASA, AAS, and HL
• Work with tangents, secants, and chords along with their formulas for circles
• Develop an intuition for coordinate geometry; covering distance and midpoint formulas along with parallel and perpendicular lines

課程介紹

This course contains the following:

Lines and Angles complete with all the theorems and questions based on all the theorems for practice.

Triangles complete with all the theorems and questions based on all the theorems for practice.

Triangles cong

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哪些人適合這堂課？

• GMAT students
• GRE students
• SAT students
• ACT students
• CAT students
• Students from class 9th
• Students from class 10th

學習目標

• Complete understanding of geometry

課程介紹

If you find it difficult to remember various concepts of Coordinate Geometry ? If you have a feeling of not being confident in learning basics of Coordinate Geometry? If you facing difficulty in solving Coordinate Geometry questions and feel that you

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哪些人適合這堂課？

• Students who are studying Coordinate Geometry in their academic syllabus and wishes to learn it

學習目標

• Students will learn basic concepts, Formulae and Important results of Coordinate Geometry from basics to advance
• You will understand solution of selected and excellent questions step by step on each topic of Coordinate Geometry

課程介紹

Geometry & Mensuration – Basics & beyond… Easy learning is a 10 hours course comprising of 61 comprehensive video lectures supported with extra practice exercises at the end of every section along with detailed solutions. With every video lecture,

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哪些人適合這堂課？

• The students who want to make their Geometry basics strong and earn confidence regarding the subject.
• Secondary school students who want to build a solid foundation of Geometry so that their journey in higher standards becomes smooth
• College students who wish to revise fundamentals, concepts.
• Candidates appearing for different competitive exams such as management entrance or GRE or GMAT but have forgotten Geometry concepts totally and want to take a fresh start
• The candidates who want to appear for IBPS, Staff selection, CMAT and want to revise Geometry and Mensuration.
• The candidates who want to prepare for placement tests and want to brush up their Geometry knowledge about figures, theorems, formulas
• The parents who want to help their school going children in Geometry and want to revisit whatever they learnt back in their school days
• Anybody who is interested in applications of different theorems and properties related to Geometric figures.
• Or even if one is not interested in Geometry but have to learn since it is integral part of any curriculum; can be benefitted through this course.

學習目標

• The emphasis of the course is on building the solid foundation of Geometry and also solve some higher level of examples.
• Types of triangles, quadrilaterals, different polygons.
• Area and perimeter formulas and plenty of solved examples for equilateral, isosceles, acute-angled, right-angled triangles
• Quadrilaterals such as square, parallelogram, rectangle, rhombus, trapezium with properties and formulas
• Circle, chord, secant, tangent, their properties and related theorems
• Pythagoras theorem, Apollonius theorem, angle bisector theorem, BPT, MPT and many more.
• Incentre, circumcentre, orthocentre, centroid of triangles explained with lots of examples
• Volume and surface area of cylinder, cube, cuboid, cone, sphere, semi -sphere
• Interior-exterior angles of polygons, number of diagonals in polygons
• Every video lessons has detailed explanation of topic and plenty of solved examples throughout.
• Additionally practice exercises are provided in resources tabs along with notes of every video lesson.