Students who refuse to follow instructions are among the most...

This CMSP document...

MEI provides these online resources for OCR FP1 for the modulus-argument form of complex numbers.

Detailed notes and examples, with crucial points to learn for the modulus-argument of complex numbers and its application for sets of points, as well as trigonometry knowledge required for this topic are...

This MEI resource for OCR FP1 provides information on complex numbers, equations and geometric representation. Topics include sections on polynomial equations with complex roots, representing complex numbers geometrically and roots of complex numbers. There are also...

MEI provides this introduction to complex numbers for OCR FP1. Detailed notes covering the number system, adding subtracting and multiplying complex numbers, complex conjugates, equations with complex roots, equating real and imaginary parts and crucial points to learn...

MEI Online Resources for Edexcel FP1 provide a selection of material for the Modulus-Argument Form of Complex Numbers.

Detailed notes and examples for the modulus of a complex number, representing complex numbers geometrically, the argument of a complex number and multiplying and dividing with the modulus...

MEI Online Resources provide this introduction to Complex Numbers for Edexcel FP1. Detailed notes covering the number system, adding subtracting and multiplying complex numbers, complex conjugates, equations with complex roots and crucial points to learn are included, together with study plans for Heinemann...

This MEI Online Resources file for Edexcel FP1 provides information on Complex Numbers and Equations. Topics include equating real and imaginary parts, roots of complex numbers and polynomial equations with complex roots. A study plan for Heinemann textbooks is also available, together with crucial points for...

This MEI resource for MEI FP1 provides information on complex numbers and equations. Detailed notes explain quadratic, cubic and quartic equations and their roots, together with crucial points for students to learn.

There are also additional exercises for students to complete with worked answers, as well as...

This collection of resources from MEI for MEI FP1 provides a selection of materials for the modulus-argument form of complex numbers.

Detailed notes explain the modulus argument form of complex numbers and its application to sets of points, as well as extension work involving multiplication or division of...

This resource, from Mathematics for Engineering Exemplars, shows the application of mathematics within the mechanical and civil engineering industry. Here students learn how calculations for displacement, velocity and acceleration, caused during loading, are used to ensure that they are not so large as to adversely...

This resource, from Mathematics for Engineering Exemplars, shows the application of mathematics when designing and developing engines. As well as considering the power requirements for a given application, the vibration of the system should be considered. The engine installation in a machine must ensure that the...

This resource, from Mathematics for Engineering Exemplars, shows the application of mathematics within the field of sports technology to compare the potential for injury to the knee or ankle when cycling and when jogging. Students model a situation involving oscillations, looking at inertial forces, Newton’s Laws...

The Evidence for Policy and Practice Information and Coordinating Centre (EPPICentre) was commissioned by the Wellcome Trust to undertake this systematic review of research about subject choice. The main aim of the review was to examine the factors that influence the STEM subject choices of young people (14-19...

This report, by the Department for Education, provides an analysis of the proportion of students taking GCSE and progressing to AS Level in the same subject (that is, progression rates), focussing on English Baccalaureate subject areas. The report then follows the same cohort through from AS to full A level...