Functional Skills Qualification in Mathematics

Adult Mathematics Huntingdon Campus

Adult Mathematics Huntingdon Campus

Course Information

Huntingdon Campus, Various
Start Date: Various
Location: Huntingdon Campus
Duration: 35 Weeks
Type: Part Time
Code: CP5HFSMATH
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About the Course

Free course subject to eligibility.
Some online course options are available.
Functional skills qualifications are designed for all levels of ability and focus upon the development of mathematical problem-solving skills including number, common measures, shape and space, handling information and data, although depth of coverage will vary according to the level of study.  The courses will help you to build your confidence in using mathematics in employment and daily life.

The qualification is recognised by colleges and employers.  Some universities accept a pass at functional skills Level 2 instead of GCSE. The course is offered on a day or evening basis and the classes are 3 hours long.

The GCSE course focusses on providing the skills to enable you to build confidence in your ability to function mathematically in employment, daily life and also progress onto further study in maths.  Sessions will focus on foundation paper content and therefore provide the underpinning theory for a grade 4/5.  Areas of maths covered by the course include; number (including algebra), geometry, ratio, probability and statistics.  

All courses are offered as a 3-hour lesson once a week for one academic year. Options are available in the day and evening.

1:1 tutorials will also be part of the course. During these individual meetings your tutor will discuss progress and agree personal targets with you, to ensure both a successful completion of the qualification as well as meaningful academic or job progression.

Regular attendance to lessons as well as completion of homework are essential to ensure that you are ready for your external exams and gain your qualification by the end of the course at the latest. We monitor attendance closely.

Progression

Functional skills can be studied from entry level 1 through to level 2. These qualifications are stepping stones to the GCSE. Once you have successfully completed one level of a functional skill you will have the option to progress onto the next level or GCSE. GCSE maths is a nationally recognised qualification amongst employers and a grade 4 is often the minimum requirement for jobs.  Students who complete this course successfully may wish to progress onto further study e.g. Access to HE courses or Degree courses.

Entry Requirements

There are no formal entry requirements for these qualifications but prior to enrolment all applicants will be required to complete an initial assessment to determine their current skill level before enrolling on the course.  The results of the initial assessment will be used to inform the level of qualification for which you will be entered.

Assessment

We want you to achieve to the very best of your ability at CRC. To make this happen we offer both learning and personal support by specialist staff tailored to meet your specific needs. Your progress will be monitored via formative assessments during the course to enable you and your tutor to identify areas that require further skill development. There is one assessment for all levels of FS maths which consists of two sections; non-calculator (25% of marks) and calculator (75% of marks). Functional skills is a pass/fail qualification. On GCSE courses you will be assessed through formative assessments during the course to enable you and your tutor to monitor your progress and identify areas that require further skill development.  There are three final examinations for this qualification, two calculator and one non-calculator, in May and June.  

Disclaimer
Whilst every effort is made to ensure the information is correct, some details may be subject to change. Cambridge Regional College reserves the right to make amendments to the courses, dates, fees or other details, and to make cancellations or changes if numbers are insufficient.

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