#Circle geometry how to#

3-D Trigonometry - Rectangular Based Pyramid.

Proving Trigonometric Identity - (Sin squared + cos squared = 1).

Comparing Degrees to Radians on the Unit Circle.

The Unit Circle вЂ“ Drawing Sine and Cosine.

y = 3sin2x - Valculator Work вЂ“ in Radians

Sketching and Matching Trigonometric Functions.

Finding a Missing Angle with the Sine Rule.

Finding a Missing Side with the Sine Rule.

Dividing a Line Segment in a Given Ratio.

Prove that a Line is a Tangent to a Circle.

Equation of a Circle 2 - (Centre Not 0,0).

Coordinate Geometry - Learning Outcomes.

This course would be of great interest to anyone studying secondary or high school mathematics, or any one looing to further their knowledge and skills in Mathematical geometry and geometric reasoning.

#Circle geometry how to#

Along with how to work out the area of compound shapes and the volume of compound solid shapes. Lastly you will learn about calculating the length, area, and volume of different objects, form 3-cuboids to parallelograms and trapeziums. Then the module moves on the graphing trigonometric functions and the unit circle. After the module on trigonometry the module on radians for measurements with circles starts with introducing radians, using them to find the area of a sector of a circle. The third module teaches you about working out the trigonometry for find the missing sides and angles using Sine Ratio, Cosine Ration, and the Tangent Ratio.

The last part of this module discusses geometry involving one or more lines, such as the angle between two.

Next you will learn different ways of working out the equation of a circle, about the tangent and normal to a circle. Then the module moves on to sketching a curve without a graph, along with the translation, reflection and stretching of functions on a graph. In the next module you will learn about working out geometry with coordinates, beginning with the equation of a straight line, working out the equation for parallel and perpendicular lines. Along with teaching you how to prove three different theorems to be true. The course starts off with synthetic geometry giving you an overview of the different types of shapes you encounter in geometry, then moves on the helping you establish geometric reasoning, to help you understand the shapes. The course will guide you through several different areas of Geometry such as points, lines, angles, triangles, and circles, as well as transformations and area. This course in Geometry is for high school and secondary school students.