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NCFE Level 2 Functional Skills Qualifications in Mathematics

Functional Skills

The NCFE Level 2 Functional Skills Qualification in Mathematics focuses on developing practical, problem-solving maths skills for work, higher education, and daily life. Serving as a direct alternative to GCSE Maths, thi...

By - TNF

NCFE Level 2 Functional Skills Qualifications in Mathematics

The NCFE Level 2 Functional Skills Qualification in Mathematics focuses on developing practical, problem-solving maths skills for work, higher education, and daily life. Serving as a direct alternative to GCSE Maths, this course equips learners to apply numerical, analytical, and spatial reasoning confidently to solve real-world problems.

Aims & Objectives

Practical Problem Solving: Demonstrate a sound grasp of mathematical techniques and apply mathematical thinking effectively in real-life and workplace scenarios.

GCSE Equivalency: Fulfill the Level 2 mathematics prerequisite needed for higher-level apprenticeships, higher education, and professional roles.

Core Competency: Build speed, accuracy, and confidence across non-calculator mental arithmetic and calculator-assisted data analysis.

Course Requirements

No formal entry requirements
Initial assessment to determine starting level
Calculator allowed in assessment

Course Outcomes

By completing this qualification, learners will be competent across three main subject content areas:

Using Numbers and the Number System: Working with positive and negative numbers, fractions, decimals, percentages, ratios, proportions, and formula evaluation.

Using Measures, Shape and Space: Calculating area, perimeter, volume, scale drawings, compound measures (speed, density), and convert units of measure.

Handling Information and Data: Collecting, organizing, and representing data using tables, charts, graphs, scatter diagrams, mean/median/mode/range, and probability calculations.

Career Opportunities

Achieving this qualification unlocks immediate academic and career pathways:

Apprenticeship Benchmark: Satisfies the mandatory Level 2 Mathematics requirement for Advanced and Higher Apprenticeships.

University & College Entry: Meets the Maths entry criteria for Access to Higher Education courses, Foundation Degrees, T-Levels, and Degree programs (e.g., Nursing, Teaching Assistant, Business).

Career Advancement: Qualifies individuals for roles across administration, healthcare, construction, retail, logistics, and public services requiring GCSE-level numeracy.

Course Curriculums

3 chapters
44 lectures
0 quizzes
55 Hours total length

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1 Start

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2 Place Value

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3 Integers

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4 Number Sequences

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5 Addition of Whole Numbers

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6 Subtraction of Whole Numbers

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7 Multiplication of Whole Numbers and Decimals

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8 Division of Whole Numbers

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9 Addition of Decimal Numbers

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10 Subtraction of Decimal Numbers

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11 Long Multiplication

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12 Division Including Remainders

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13 Understanding Decimals

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14 Rounding Decimals

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15 Recurring Decimals

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16 Understanding and Using a Formula

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17 Symbols

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18 Inequality

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19 How to Use a Calculator

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20 Definitions

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1 Understanding Fractions

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2 Converting Fractions to Decimals

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3 Converting Fractions to Percentages

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4 Know 100% is Equivalent to One Whole

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5 Understanding Percentage Extra

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6 Calculating Discount as a Percentage

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7 Calculating Percentage Increase

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8 Proportion (Level One)

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9 Ratio

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10 Metric Measures

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11 Angles

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12 Converting Metric Measures

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13 Time

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14 Area and Perimeter

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15 Volume and Capacity

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16 Recognising 2D and 3D Shapes

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17 Nets

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18 Coordinates

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1 Extract Data from Two-Way Tables

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2 Extract Data from Graphs and Charts

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3 Mean

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4 Missing Data

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5 Probability

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6 Applying Probability Theory

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Instructor

TNF

As the Super Admin of our platform, I bring over a decade of experience in managing and leading digital transformation initiatives. My journey began in the tech industry as a developer, and I have since evolved into a strategic leader with a focus on innovation and operational excellence. I am passionate about leveraging technology to solve complex problems and drive organizational growth. Outside of work, I enjoy mentoring aspiring tech professionals and staying updated with the latest industry trends.

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