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Using a truth table to derive a Boolean expression

By Kate Pearce

Abstract

An interaction that shows the user how to derive a Boolean expression from a truth table.

Topics: electronics, truth tables, physics, boolean logic, SCIENCES & MATHEMATICS, Engineering, Teaching, Design and delivery of programmes, UK EL05 = SCQF 5, Intermediate level, Intermediate, NICAT 2, CQFW 2, Intermediate, GSCE A-C, NVQ 2,, UK EL10 = SCQF 10, Honours degree, Graduate diploma, UK EL06 = SCQF 6, Advanced courses, NICAT 3, CQFW 3, Advanced, A/AS Level, NVQ 3, Higher, SVQ 3, Engineering, H000, EDUCATION / TRAINING / TEACHING, ENGINEERING, SCIENCES and MATHEMATICS, G, X, R
Publisher: Swansea College
Year: 2006
OAI identifier: oai:dspace.jorum.ac.uk:10949/12022
Provided by: Jorum Open
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