SELECT UCS.mcr_ucrs UcasCode,srs_ipo.ipo_seqn,srs_ipp.ipp_code,srs_ipp.ipp_iref,srs_ipp.ipp_titl,srs_ippn.*,ins_dpt.dpt_name,ins_dpt.dpt_snam,men_xon.xon_newv,UCS.mcr_olbc,UCS.mcr_olb3,srs_ipo.ipo_begd,ins_lca.lca_name,srs_crs.crs_leng crs_leng,UCS.mcr_cgpc ApplyRoute,ins_moa.moa_name , ins_moa.moa_code,srs_ipp.ipp_iuse IPPUSE, UCS.mcr_iuse MCRUSE,UCS.mcr_schc, ins_cmp.cmp_name, ins_dpt.dpt_code, Case WHEN srs_ipo.ipo_iuse is null then 'Y' else srs_ipo.ipo_iuse end AS ipo_iuse, srs_crs.crs_uomc, srs_ipo.ipo_end2,srs_ipo.ipo_ayrc,UCS.MCR_RECR, srs_ipo.ipo_udf9, srs_ipp.ipp_prgc, CRS_UDFI, srs_ipp.ipp_subj, CASE WHEN (SELECT TOP 1 mcr_uvst FROM srs_mcr WHERE mcr_code LIKE Substring(srs_ipp.ipp_code, 1, 6) + '%' AND mcr_uvst = 'Y' AND mcr_iuse = 'Y' AND mcr_aesc = 'U') = 'Y' THEN 'True' ELSE 'False' END AS Clearing, CASE WHEN (SELECT TOP 1 crs_udf4 FROM srs_crs WHERE crs_code LIKE Substring(srs_ipp.ipp_code, 1, 6) + '%' AND crs_udf4 IS NOT NULL AND crs_iuse = 'Y' AND crs_schc = 'PWLV') IS NOT NULL THEN 'True' ELSE 'False' END AS PGLoans FROM srs_ipp INNER JOIN srs_ippn on srs_ippn.ippn_ippc = srs_ipp.ipp_code LEFT OUTER JOIN srs_mcr UCS On UCS.mcr_code = srs_ipp.ipp_code LEFT OUTER JOIN ins_dpt On ins_dpt.dpt_code = srs_ipp.ipp_dptc LEFT OUTER JOIN ins_prg On ins_prg.prg_code = srs_ipp.ipp_prgc LEFT OUTER JOIN srs_ipo On srs_ipo.ipo_ippc = srs_ipp.ipp_code LEFT OUTER JOIN ins_lca ON srs_ipo.ipo_lcac = ins_lca.lca_code LEFT OUTER JOIN srs_crs ON srs_crs.crs_code = substring(srs_ipp.ipp_code,0,len(srs_ipp.ipp_code)) LEFT OUTER JOIN ins_moa On ins_moa.moa_code = UCS.mcr_moac LEFT OUTER JOIN srs_CBO ON (srs_CBO.cbo_crsc = srs_crs.crs_code And srs_cbo.cbo_ayrc = srs_ipo.ipo_ayrc and srs_cbo.cbo_blok = srs_ipo.ipo_blok AND srs_cbo.cbo_occl = srs_ipo.ipo_occl ) AND cbo_cmp1 IS NOT Null LEFT OUTER JOIN ins_cmp On ins_cmp.cmp_code = srs_CBO.cbo_cmp1 LEFT OUTER JOIN men_xon On men_xon.xon_oldv = ins_prg.prg_code WHERE srs_ipp.ipp_code LIKE 'MM006S%' AND srs_ipp.ipp_iuse = 'Y' AND UCS.mcr_iuse = 'Y' AND (srs_ipp.ipp_stat = 'P' OR srs_ipp.ipp_code != 'MM006S01UVU') ORDER BY ipp_iref DESC, ipp_code
The University of Wolverhampton

HNDMathematics and Computing

Why choose this course?

This course is suited to applicants who either have an interest in both Mathematics and Computing or applicants who would like to study a Mathematics related university course, but do not have sufficient experience to undertake a specialist Mathematics degree. The course covers a wide range of topics from Computing including Web Development and Programming, as well as core Mathematics topics and those immediately applicable to industry and commerce such as Operational Research.

On successful completion of this course graduates will be eligible to undertake a year and a half course to top-up to a BSc (hons) degree.

What happens on the course?

Semester 1 Level 4, you will study Introductory Programming and Problem Solving, Website Fundamentals, Academic and Employability Skills.

Semester 2 Level 4, you will study Practical Projects, Fundamentals of Statistics, and Mathematical Software.

Semester 1 Level 5, you will be study Statistical Methods, Calculus and Linear Algebra, Database Systems.

Semester 2 Level 5, Mathematical Analysis, Operating Systems and Computer Architecture, Collaborative Development, Professional Experience and Development, Basic Language, Elementary Language.

Why Wolverhampton?

This course is suited to applicants who either have an interest in both Mathematics and Computing or applicants who would like to study a Mathematics related university course, but do not have sufficient experience to undertake a specialist Mathematics degree. The course covers a wide range of topics from Computing including Web Development and Programming, as well as core Mathematics topics and those immediately applicable to industry and commerce such as Operational Research.

The course focuses on meeting the needs of industry, providing you with skills and understanding of the latest innovations in Computing and Information Technology.

A practical approach is taken to the course delivery ensuring that you are equipped with the necessary skills for employment within the IT Industry.

The Mathematics team pride ourselves on the academic support and guidance given by our friendly and approachable staff. Students have shown their appreciation for this by the exceptionally high ratings they have given us in the National Student Survey.

On successful completion of this course graduates will be eligible to undertake a year and a half course to top-up to a BSc (hons) degree.

Career path

This course may lead to a career in a wide range of organisations including both the private and public sectors such as:

IT Technician

IT and User Support Services

Web Developer

Network Technician

Programmer

You may also choose to progress to full degree in a related subject area.

Mathematics graduates may aspire to a wide variety of careers, such as accountancy, actuarial work, operational research, engineering, computing, cryptography and statistics. There is a current shortage of Mathematics graduates nationally, so your graduate employment prospects upon successful completion of this course are very high.

What skills will you gain?

  1. Demonstrate a range of transferable skills in: problem solving; communication; project management; working individually and in teams; self management ; and the ability to gather, evaluate and reflect on information from relevant sources to requirements in the domain of applications of computing and mathematics.
  2. Apply a full understanding, knowledge and experience of the principlesof mathematics (e.g. core techniques, calculus and linear algebra, operational research) to the analysis, design and synthesis of solutions to problems which require mathematics for their resolution.
  3. Apply essential concepts, principles, theories and practices currently used in the computing industry (e.g. systems support and management, network engineering, web development).

  4. Identify and apply appropriate theory, tools and techniques (e.g. practice of programming, data systems, design and construction of web systems, networks) to requirements in the domain of computing.

Entry requirements

2018 Entry

  • A-Level minimum of EE or C to include a Science/IT based subject.
  • BTEC QCF Diploma grade PP. BTEC QCF Subsidiary Diploma grade M.
  • Access to Higher Education Diploma requires candidates to accumulate 60 credits, at least 45 of which are at Level 3.
  • Applicants will normally be expected to hold GCSE English and Maths at grade C+/4 or equivalent
  • If you've got other qualifications or relevant experience, please contact The Gateway for further advice before applying.
  • International entry requirements and application guidance can be found here

Other Requirements

Students must have studied a minimum of two years post GCSE level. However, it is expected that some applicants will be mature students with work experience, who wish to further their career development. These applicants will be processed through standard procedures, which may involve an interview as part of the process. Please see http://wlv.ac.uk/mature for further information.

Those who do not meet the entry requirements may be offered an alternative course

Course fees and finance

2018/9 Home/EU International
Full time £8,250 £11,700

The University also offers a range of Bursaries and Scholarships in addition to other financial support packages

These fees are applicable for new entrants in 2018/9. If you have any queries regarding the fees listed please contact

These fees are for the current academic year only. Any subsequent years may be subject to an annual increase, usually in line with inflation.

Contact us

Telephone

01902 32 22 22

Email

enquiries@wlv.ac.uk

Online

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