A vector can be used to describe a translation.

Displacement is the distance from the starting point when measured in a straight line.

A vertex is the point where two or more line segments meet. The plural is vertices.

Column vectors

Maths

Checking and securing understanding of translations

Parallel vectors

Addition with vectors

Subtraction with vectors

Multiplication with vectors

Fluency in arithmetic procedures with vectors

Algebraic vector notation

Parallel vectors in algebraic vector notation

The sum and difference with algebraic vector notation

Fluency in arithmetic procedures with algebraic vector notation

Calculating the magnitude of a vector

Dividing vectors into ratios

Geometric proofs with vectors

Advanced problem solving with vectors

In the prior unit, pupils described a translation using column vector notation. Pupils' understanding of vectors is further developed in this unit, with pupils exploring column vector notation and arithmetic procedures.

In this unit, pupil understanding of vectors is deepened with pupils exploring column vector notation and arithmetic procedures.

Vectors

A vector is a straight line from the start to end point and covers the {{ }} distance.

Which is the correct graphical representation of this vector? $$4\choose-3$$

The diagram shows the column vector $$a\choose-5$$. The value of $$a$$ is {{ }}.

The diagram shows the column vector $$a\choose-1$$ represents.  The value of $$a$$ is {{}}.

Match each vector to its best starting region.

A vector is used to describe which transformation?

Match each vector to the displacement it describes.

Which is the correct vector to translate the tail to the correct place on the elephant?

Which is the correct vector to translate A to A'?

Column vectors

Lesson outcome