QUANTITATIVE METHODS
/ At the end of this module students will be able to:Ø use different numerical notation and solve problems involving number.
Ø use basic algebraic notation and solve algebraic problems.
Ø construct and use linear graphs.
Ø determine measures of average and spread.
Ø obtain information from relevant sources using multiple search criteria.
Ø use information to carry out multi-stage calculations.
Ø interpret the results of own calculations, present findings and justify methods
Ø apply knowledge of shape and space.
Ø solve a triangle and formulate and solve geometric functions.
Ø manipulate algebraic expressions.
Ø model using algebraic expressions.
Ø apply graphical techniques.
Ø construct, use and interpret graphs.
Assessment
Assessment in Unit 1 is by a 1.5 hour mid-unit test and a Project (equivalent to 1200 words).
Assessment in Unit 2 is by a 1.5 hour mid-unit test and a 1.5 hour written examination.
The Higher Education Foundation Course is open to anyone and no formal qualifications are needed for entry to the course. However achievement in numeracy and literacy at Level 2 or equivalent would be advantageous, and in some cases expected, where specific skills are required.
Course information and contact details can be found on www.northumbria.ac.uk/hefc
This module offers students a Level 3 qualification in Mathematics which will develop skills relevant to many different disciplines in Higher Education including Nursing, Teaching and Social Work. (Students who wish to progress to higher education courses in Mathematics or Engineering are advised to take the HEFC Mathematical Studies module rather than Quantitative Methods).
This module is recognised locally as meeting the general matriculation requirements for University entry where a minimum GCSE grade C pass in Mathematics is required.
Module Content
The module is split into two units:
Unit 1:
9 credits / Ø Arithmetic Processes
Ø Statistics
Ø Introduction to Algebra
Ø Graphs of Linear Functions
Unit 2:
9 credits / Ø Graphs – constructing non-linear graphs
Ø Algebra – manipulating quadratic expressions
Ø Trigonometry – basic trigonometric functions
Ø Shape and space – including Pythagoras’ Theorem