Mathematics

Andy's picture

Virtual Art Gallery

Virtual Art Gallery

Ever wanted to have your own Art Gallery? Well, you can create your own in VRMath2 Editor and share on VRMath2 Community blog to your friend. After few hours of Design and Create, I am happy to share with you my first Gallery.

Andy's picture

Christmas scene

Christmas scene

What do you imagine for Christmas? Although Christmas is in summer time in Australia, I can still picture a snowy scene of white Christmas. There are snowflakes falling down from the sky. The ground is white in daytime and gray in the night. Trees could be green if not covered by snow. There is a snowman sitting on the ground, and some Christmas music....

Andy's picture

Snowman

Snowman

There are many different looking snowmen, I think this is a classical one.

I utilised the available 3D objects in VRMath2 Editor to create this snowman. The placement of objects requires clear thinking of location and directions. Objects also need to be scaled. A couple of trial and error should work out suitable scales.

Andy's picture

Resizable Christmas tree

Christmas tree

This is a simple Christmas tree consists of a cone and a cyliner. In order to create multiple trees with different sizes, I have included an input into the tree procedure.

Jake's picture

Steph's cube

My AWESOME cube, pretty colours made by Steph 

Knoblauch's picture

cross product

Blog project image

multiplication of vectors

cross product

work in progress...

Knoblauch's picture

Vector addition

Addition of vectors

The second question in Sadlers 3C Specialist textbook requires the addition and multiplication of 3 dimensional vectors.

Addition of vectors

When showing the addition of vectors, we place them end to end. The resulting vector (from the start of the first vector to the end of the last can then be determined.

Knoblauch's picture

Unit Vectors

Unit vector is a vector of magnitude 1

If we start with our basic vector

Knoblauch's picture

Vectors in 3 Dimensions

Vectors in 3 Dimensions

Mathematical background

In mathematics a vector has a magnitude (length) and direction expressed as an ordered list of tuples (x, y, z). It is sketched as a directed line segment (arrow). Unless otherwise given, a vector does not impart information about location (when studying in secondary education, we use the origin (0,0,0) of a set of axis as the initial point of a vector.

Knoblauch's picture

Dodecahedron

Dodecahedron

Dodecahedron is one of the five Platonic Solids. It consists of

  • 12 faces (congruent pentagons)
  • 30 edges
  • 20 vertices (the meeting of 3 faces)