Maths Resources (page 23)

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Views on number system
Many mathematical concepts need to be understood from an altitude, like one will do with philosophy. In fact, in many areas in professional Maths such as analysis, many proofs are fos...

Differentiation Example
Find the equation of the tangent at the point P(3,-1) when: f(x) = x - 5x + 2x - 5 Step 1: Differentiate f(x) to find the gradient function, which is f`(x)NBs: f`(x) is the sa...

Solving 2 linear simultaneous equations
Solve the following: 5x - 3y = 14 2x - 7y = -6 Step 1: Label the 2 simultaneous equations 1 and 2: 1. 5x - 3y = 14 2. 2x - 7y = -6 Step 2: Make the numbers in front of ...

Who would win in the pie eating contest?
Eating Pi:We begin with a story about two friends, Sam and Michael, who attend a Pi eating contest. When they arrive at the contest, they are told that if they can beat the judge in `...

How to Factorise Quadratics!
Step by Step
Guide to Factorising Quadratic ExpressionsAll quadratic equations look like this (which we call the
general equation):ax2 + bx + c = 0It s
important to note that all...

A Strange Case of Induction
We shall prove by mathematical induction that all cars are of the same make. First take an arbitrary set consisting of a single car. Trivially, every car in this set is of the same ma...

Invariant Lines, Points and Matrices
"1. You have a matrix. Every matrix represents a transformation. e.g. matrix (0 1 1 0) is a reflection on the line y=x matrix (cosX -sinX sinX cosX) is a rotation anticlockwise about...

Simplifying Algebraic Expressions KS3
The important thing for solving algebraic expressions, in
other words, how to find the value of the variable in the equation, is to
remember 2 key points(Let us consider the example...

What are the benefits of using technology for math instruction?
Technology provides dynamic opportunities for instruction in math and STEM classrooms. We can enhance the learning process and make concepts come alive through engaging and interactiv...

New mathematical model can more effectively track epidemics
As COVID-19 spreads worldwide, leaders are relying on mathematical models to make public health and economic decisions.A new model developed by Princeton and Carnegie Mellon researche...

