Algebraic manipulation refers to the process of rearranging and simplifying equations or mathematical expressions using various algebraic operations such as adding, subtracting, multiplying, and dividing. It involves changing the form of an equation to make it easier to solve or understand.
Full definition
Complete revision lesson for lower ability GCSE students or higher ability younger students which covers the basics
of algebraic manipulation.
1) Ratio, rate and proportion including map scales and direct / indirect proportions 2)
Algebraic manipulation including factorization, addition, subtraction, multiplication of fractions 3) Functions and graphs including quadratic functions 4) Solutions of equations including simultaneous linear equations 5) Set language and notation
A bundle of algebraic assignments from the two collections of Topic Homework assignments that I have published; this bundle contains a wealth of practice that includes understanding of coordinate geometry, forming and solving equations, factorisation and other aspects
of algebraic manipulation, transformation of functions, solving and interpreting inequalities, solving simultaneous equations and quadratics.
There is no plotting of the lines but more
an algebraic manipulation.
It has the potential to lead to
algebraic manipulation of fractions as learners generalise and justify their findings
This worksheet requires a high level of
algebraic manipulation.
This is a starter activity on
all algebraic manipulation.
Quick pretest - recollection of working with numbers in index notation in preparation for the introduction of the Index Laws and
algebraic manipulations.
Algebraic manipulation of expressions.
The higher problems involve straight line graphs and
some algebraic manipulation.
They include integration methods, vectors, trig functions,
algebraic manipulation, binomial expansions, and many more!
While we continue to emphasise the importance of numerical calculations and
algebraic manipulation in assessment, electronic aids to these skills will continue to be an issue.