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Unit 028 – Level 3 Further Mathematics for Engineering Technicians (QCF) H/600/0280

Aim and purpose

This unit aims to enhance learners’ knowledge of the mathematical principles used in engineering, enabling
them to pursue further study on a higher education qualification in engineering.

Unit introduction

Mathematics is an essential tool for any electrical or mechanical engineering technician. With this in mind, this unit emphasises the engineering application of mathematics. For example, learners could use an integral calculus method to obtain the root mean square (RMS) value of a sine wave over a half cycle.

The first learning outcome will extend learners’ knowledge of graph plotting and will develop the technique of using a graph to solve (find the roots of), for example, a quadratic equation.

Learning outcome 2 involves the use of both arithmetic and geometric progressions for the solution of practical problems. The concept of complex numbers, an essential tool for electrical engineers considering, is also introduced.

Learning outcome 3 considers the parameters of trigonometrical graphs and the resultant wave when two are combined. The use of mathematical formulae in the latter half of this learning outcome enables a mathematical approach to wave combination to be considered.

Finally, in learning outcome 4, calculus techniques are further developed and used to show their application in engineering.

Learning outcomes

On completion of this unit a learner should:

  1. Be able to use advanced graphical techniques
  2. Be able to apply algebraic techniques
  3. Be able to manipulate trigonometric expressions and apply trigonometric techniques
  4. Be able to apply calculus.
Course Summary
Price £277.70
Payment Options Pay by Credit/Debit card or Bank transfer or equal monthly installments by Direct Debit
Study Method Online
Exams None (Assignments only)
Qualification H/600/0280 Further Maths for Engineering Technicians (10 Credits Level 3)
Awarded by Pearson (Edexcel)
Additional Info Tutor support during normal business hours
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