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AIMS OF THE PROJECT

  • to assess entry-level ACADEMIC LITERACY, QUANTITATIVE LITERACY, and MATHEMATICS proficiencies;
  • to assist with curriculum development for both regular and foundation-type courses.
  • to provide additional information to assist in placement of students in appropriate curricular routes (e.g. regular, extended, augmented, bridging programmes); and
  • to assist higher education to interpret National Senior Certificate results.

PROCEDURES

  • Institutions will require or encourage their applicants to write the National Benchmark tests. This could be done in a number of ways: by being included in application packs for students and schools, via newspaper and radio adverts; etc.). The NBTP will also contact schools on its database to inform them about who should write, and the procedures to follow.
  • Institutions will have 24/7 on line access to the results of those students who have applied to them, but will not have online access to the results of students who have not applied to them. Institutional online access will be password protected.
  • The tests will be written in the year prior to entry and/or in January of the year of entry.
  • Students will pay for the tests at the time of registration, via Easypay. For 2009 only , applicants to UCT will have the costs of the tests written in special testing sittings in May and September paid by the university as stated in the 2009 prospectus. From October 2009, ALL candidates will pay for the tests.
  • Results will be transmitted to students by SMS (cellphone) and secure password protected email within one month of the tests being written. Turn-around time for the January testing session will be shorter.
  • The scores will be tied to benchmark descriptors and recommendations about placement (see Benchmark Descriptors and Recommendations below).

THE TESTS

There are two tests, briefly described below.

  1. The domains of Academic Literacy and Quantitative Literacy are combined into one test, but will be reported separately (i.e. institutions will receive TWO scores for the AL & QL test.
  2. The Mathematics test, based on the curriculum underlying Papers 1 and 2 in the subject Mathematics.

All applicants will write the Academic & Quantitative Literacy test. Only those students who intend taking a course for which Mathematics is a requirement will be expected to write the Mathematics test.

1. The Academic and Quantitative Literacy Test (3 hours)[The results of the two sections of the test will be reported separately.]

The test targets students' capacity to engage successfully with the demands of academic study in the medium of instruction, and ability to manage situations or solve problems in a real context that is relevant to higher education study, using basic quantitative information that may be presented verbally, graphically, in tabular or symbolic form.

2. The Mathematics Test (3 hours)

The test targets students' ability related to mathematical concepts formally regarded as part of the secondary school curriculum (Mathematics Papers 1 and 2).

THE BENCHMARK TESTS AND THE NATIONAL SENIOR CERTIFICATE (NSC)

  • The Benchmark Tests are NOT admissions tests. That is the role of the NSC. However, the NBTs can be used to help interpret NSC results, and some institutions might choose to use the NBTs in combination with the NSC, for admissions.
  • The Benchmark Tests are designed to help institutions to PLACE their incoming students onto appropriate curriculum routes, and to REVEAL what students know and can do in the domain areas against benchmark levels of performance set by academics across the South African university system.
  • The Benchmark Tests are not standardised against norms of performance: the score represents actual performance, which will place a student into one of three benchmark categories: Proficient, Intermediate, and Basic.
  • The Benchmark Tests are equated. This means that scores are comparable over years and sittings.

BENEFITS TO APPLICANTS / TEST WRITERS

  • Your results will help institutions to design courses that build directly on your level of learning at school.
  • Good results on the NBT tests could give you an edge if you are in competition for scarce places in selective programmes.

BENEFITS TO INSTITUTIONS

  • You will receive an independent assessment of levels of performance in key areas impacting on higher education success.
  • You will gain an indication of the effectiveness of the new school curricula in Mathematics and Mathematical Literacy in particular. This is important for curriculum design and placement of students onto appropriate curricular routes. [Note: The tests are not norm referenced: this means that the scores represent actual student achievement.]

BENCHMARK DESCRIPTORS AND RECOMMENDATIONS

Bench-mark

Assessment of required institutional response

Description of benchmark category

 

ACADEMIC LITERACY QUANTITATIVE LITERACY MATHEMATICS

proficient

Performance in domain areas suggests that academic performance will not be adversely affected. If admitted, students may be placed into regular programmes of study.

Grade 12 students at the Proficient level should be able to:

Select and use a complex range of vocabulary; understand and interpret non-literal language; understand and critically evaluate the structure and organisation of texts and ideas within these texts; evaluate and use a complex range of different text genres; develop academic arguments; evaluate and interpret the evidence for claims.

 

Writers at the Proficient level should be able to:

Select and use a range of quantitative terms and phrases; apply quantitative procedures in various situations; formulate and apply complex formulae; read and interpret complex tables, graphs, charts and text and integrate information from different sources; do advanced calculations involving multiple steps accurately; identify trends/patterns in various situations; reason logically & competently interpret quantitative information.

Proficient writers should be able to demonstrate insight, and integrate knowledge and skills to solve non-routine problems . They should make competent use of logical skills (conjecture, deduction). Tasks typically require competence in multi-step procedures, represented in the framework outlined below:

Modelling, financial contexts, multiple representations of functions (including trigonometric), differential calculus, trigonometric and geometric problems (2D and 3D), measurement, representation and interpretation of statistical data, evaluate statistical models.

intermediate

The challenges in domain areas identified are such that it is predicted that academic progress will be affected. If admitted, students' educational needs should be met as deemed appropriate by the institution (e.g. extended or augmented programmes, special skills provision).

Grade 12 students at the Intermediate level should be able to:

Derive word-meanings from context; recognise non-literal language; recognise the fundamental structural and organisational characteristics of texts; recognise and be able to use a specific range of text genres; understand difference between academic and everyday arguments; make conclusions on the basis of evidence given for claims

Writers performing at the Intermediate level should be able to:

Select and use many quantitative terms and phrases; apply known quantitative procedures in familiar situations; formulate and apply simple formulae; read and interpret moderately simple tables, graphs, charts and text ; do routine calculations accurately most of the time; identify trends/patterns in familiar situations; reason moderately in simple situations.

Intermediate writers should be able to perform at the Basic level, and in addition be able to integrate knowledge and skills to solve routine problems . Tasks involve multi-step procedures which require some information processing and decision-making skills, within the framework outlined below:

Estimation, calculation, pattern recognition and comparison (in numerical algebraic and financial contexts); solution of equations; use and interpretation of relevant functions represented algebraically or graphically; geometric properties of 2D- and 3D-objects; geometric and trigonometric problems in two dimensions; calculation and application of statistical measures; representation and interpretation of statistical data.

basic

Serious learning challenges identified: it is predicted that students will not cope with degree-level study without extensive and long-term support, perhaps best provided through bridging programmes (i.e. non credit preparatory courses) or FET provision. Institutions admitting students performing at this level would need to provide such support themselves.

Grade 12 students at the Basic level should be able to :

Cope with a limited range of vocabulary; summarise key ideas related to the organisational structure of texts; recognise that texts have different purposes; understand the fundamental syntactical features of English language; interpret textually explicit information

 

Writers performing at the Basic level should be able to:

Select and use some basic quantitative terms and phrases; apply some known quantitative procedures partially correctly in familiar situations; formulate or apply simple formulae; interpret simple tables, graphs, charts and text ; sometimes do simple calculations correctly; identify trends/patterns in familiar situations.

 

Basic level writers should be able to carry out mathematical computations that require direct application of simple concepts and procedures in familiar situations. Tasks involve single-step problems requiring recall and reproduction of basic knowledge or procedures, within the framework outlined below:

The real numbers system; simple algebraic contexts; single representations of relevant functions and recognition of their graphs; identification of 2D- and 3D- objects; geometric and trigonometric calculations; identification and use of some statistical measures; simple representation of statistical information.

Last Updated (Sunday, 23 August 2009 10:49)