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Geometry
The study of the properties and relationships of points, lines and surfaces in space.
Amazon : Geometry
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Angles
Angles - how to draw them
Angles - how to name them
Angles - measuring angles
Angles - types of angle ( acute, etc)
Complementary Angles
Supplementary Angles
Vertically Opposite Angles
Corresponding Angles
Alternate Angles
Angles in a polygon (Interior/exterior angles)
Bearings
Bearings
Points of the compass
Perimeter, area & volume
Perimeter
Area
Area of a square
Area of a rectangle
Area of a triangle
Area of a circle
Area of a kite
|Area of a parallelogram
Area of a rhombus
Area of a trapezium
Volume
Volume of a prism
Volume of a cuboid
Volume of a sphere
Volume of a cone
Volume of a cylinder
Volume of a pyramid
Surface area
Composite area
Composite volume
The circle
Calculating the circumference
Calculating the area
Circle - arcs, sectors overview
Circle - calculating length of arcs
Circle - calculating the area of a sector
Circle - chords and things
Arcs and sectors
Circle - pythagoras in a circle
Circle - angle in a semi circle
Circle (Advanced)
The circle - higher course examples
equation of circle : x
2
+ y
2
= r
2
Equation of circle : given centre, radius
Equation of circle : line joining diameter
General equation of circle
Intersection of line & circle
Tangents to a circle
Equation of a circle from chords
Touching circles
Co-ordinates
Cartesian coordinates
Reading cartesian coordinates
Plotting cartesian coordinates
3D coordinates
Polar coordinates
3D shapes
3-d shapes
3-d shapes : planes
Nets
3-d shapes : prisms
Matrices
matrix algebra
Matrix multiplication
Determinants
2 x 2 matrix
3 x 3 matrix
Cofactor of a 3 x 3 matrix
Adjoint of a 3 x 3 matrix
Inverse of a square matrix
Transformation matrices
Pythagoras' Theorem
The theorem of pythagoras
Finding the length of the hypotenuse
Finding the length of a shorter side
The converse of the theorem of pythagoras
Hidden pythagoras
Co-ordinates and Pythagoras
Quadrilaterals
Quadrilaterals
Reflections
Pages at
Math Is Fun - Maths Resources
Reflections
-
Rotations
Transformations
Scale drawings
Map scales
Scale Drawing example
The rule of 3
Similarity
Congruence
Enlargements & reductions
Scale factor
The rule of 3
Similar shapes
Similar triangles
Scaled area
Scaled volume
The straight Line
The straight line
Gradients
Gradients - powerpoint
Equations and graphs
Plotting straight line graphs
Finding equations from straight line graphs
y - b = m(x-a)
gradient = tan theta
distance formula
midpoint formula
perpendicular lines
collinearity
general equation of a straight line
Triangles
Types of triangles
Altitudes
Centroid
Circumcentre
Circumcircle
Concurrency
Median
Orthocentre
Perpendicular bisector
Vectors
Scalar and vector quantities
Components
Magnitude
Position vectors
Unit vector
Zero vector
Equal vectors
Adding vectors
Subtracting vectors
Collinearity
Perpendicular vectors
Angle between vectors
Scalar product
Section formula
Vector product
Scalar triple product
Planes
Vector equations
Equations of a line
Intersections
Uses
© Alexander Forrest