 # Introduction to Geometry

Students in grades 6-10 will build a solid understanding of more challenging geometry concepts in this course. It is designed to expand on high school geometry topics ##### Who is this course for
This Course is for Grade 5-Grade 9 Students who want to advance their knowledge in Geometry.
This course typically takes 3-6 months to complete. This depends on the student's experience and how fast they can master the concepts and the knowledge. Our instructors move at the pace of the student, it may take extra time for some students to reinforce what they have learned.
##### Curriculum
###### Chapter 1: What’s in a Name Notation used in geometry, points, lines, and planes
###### Chapter 2: Angles Angles, parallel lines, angles in a triangle, exterior angles
###### Chapter 3: Congruent Triangles Learn to determine if two triangles are congruent, study properties of isosceles and equilateral triangles
###### Chapter 4: Perimeter and area Perimeter, area
###### Chapter 5: Similar triangles Learn to determine if two triangles are similar, properties of similar triangles
###### Chapter 6: Right Triangles Pythagorean Theorem
###### Chapter 7: Special Parts of a triangle Perpendicular and angle bisectors of a triangle, medians, altitudes
###### Chapter 8: Quadrilaterals Trapezoids, parallelograms, Rhombi, rectangles, squares
###### Chapter 9: Polygons Angles and area of polygons
###### Chapter 10: Geometric Inequalities Sides and angles of a triangle, the triangle inequality
###### Chapter 11: Circles Arc length, areas
###### Chapter 12: Circles and angles Inscribed angles, tangents of circles
###### Chapter 13: Three-Dimensional Geometry Planes, Prisms, Pyramids
###### Chapter 14: Curved Surfaces Cylinders, Cones, Spheres
###### Chapter 15: The more things change Translation, rotations, reflections, dilation
###### Chapter 16: Analytic Geometry Geometry in coordinate plane, lines, Circles, distance between a point and a line.
###### Chapter 17: Introduction to trigonometry Trigonometry ratios, law of sines, law of cosines
###### Chapter 18: Problem Solving Strategies in geometry Techniques to solve geometry problems, including adding auxiliary lines

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