A 3D prism, with 6 faces, 12 edges and 8 vertices. 

🔑 Key Cube Topics: Volume, Surface Area, Properties of 3D Shapes

Finding what number is cubed to give you the number you are cube rooting. It is the inverse of cubing a number.

Example: Find the cube root of 64. 

🔑 Key Cube Root Topics: Cube Numbers, Cube Root

The result of a number being cubed.

Example: 8 is a cube number because it is made by 2³. 

🔑 Key Cube Number Topics: Cube Numbers, Cube Root

³ – Multiply by itself three times. 

Example:  2³ is 8 (2 x 2 x 2).

🔑 Key Cubed Topics: Cube Numbers, Cube Root, Volume of Cube

A 3D prism, with 6 faces, 12 edges and 8 vertices.

🔑 Key Cube Topics: Volume, Surface Area, Properties of 3D Shapes

The face that is made by cutting a 3D shape into two pieces.

Example: This prism has a consistent cross section of area 3 cm². 

🔑 Key Cross Section Topics: Volume of Prisms

The numbers given to a position of a point in respect to the x and y axis.

Example: Write down the coordinate of point A. 

🔑 Key Coordinate Topics: 2D Coordinates, Midpoints of a Line, Distance between Two Points, Shapes on a Grid, 3D Coordinates, Graphs, Scatter Graphs

Follow after each other. Consecutive numbers are numbers that are next to each other e.g. 7, 8, 9

Example: Prove, algebraically, that the sum of two consecutive odd numbers add up to make an even number. 

🔑 Key Consecutive Topics: Describing Sequences, Algebraic Proof

A shape made up of two or more shapes.

Example: Calculate the area of this compound shape. 

🔑 Key Compound  Shape Topics: Compound Area

A unit of measure which is made up of two other measures. They usually have the word per in-between them like with Miles Per Hour.

Example: Mph, Km/h, m/s, g/cm³ , N/cm³ , £ per hour

🔑 Key Compound Measure Topics: Speed, Density, Pressure