Maths CMIP - ukehacademy.com

CMIP — Certified Mathematics Intermediate Practitioner (CMIP)

“Building the mathematical foundations that last a lifetime.”

A globally benchmarked intermediate mathematics certification covering the full junior secondary curriculum. Prepares students comprehensively for Cambridge IGCSE, Common Core Grade 6–8, and IB MYP examinations.

Programme Details	Information
Level	Junior Secondary \| Ages 11–15 \| JSS 1–3
Audience	Junior secondary students, homeschoolers, students preparing for IGCSE or Common Core Grade 6–8
Standards	Cambridge Lower Secondary Mathematics · Common Core Grade 6–8 · IB MYP Years 1–3 · PISA Framework
Duration	18 months (with Personalised School Curriculum Support Programme)
Format	Self-paced · Live instructor-led · Cohort-based · Blended
Assessment	Proctored online assessment (minimum 75%) + mathematical investigation project
Certificate	CMIP Certificate — Ukeh-Adah Alliance Services Ltd

Course modules

Module 1: Number Theory & Arithmetic | Outcomes: Apply number theory to solve algebraic and real-world problems · Work fluently with integers, powers, roots, and scientific notation

Integers: operations, absolute value, and number lines · Factors, multiples, LCM, HCF, and prime factorisation · Powers, roots, and index laws · Scientific notation and standard form · Rational and irrational numbers — definitions and examples

Module 2: Algebra — Foundations | Outcomes: Solve linear and simultaneous equations confidently · Formulate and solve algebraic models for real-world problems

Algebraic expressions: simplifying, expanding, and factorising · Linear equations in one and two variables · Simultaneous equations: substitution and elimination methods · Inequalities: solving, representing, and graphing on a number line · Algebraic modelling of real-world scenarios

Module 3: Geometry & Introduction to Trigonometry | Outcomes: Apply Pythagoras' theorem and trigonometry to solve geometric problems · Calculate surface area and volume of common 3D solids

Angles: parallel lines, transversals, and polygon angle properties · Triangles: congruence, similarity, and Pythagoras’ theorem · Circles: circumference, area, arc length, and sector area · Introduction to trigonometry: SOH-CAH-TOA and applications · 3D geometry: surface area and volume of prisms and cylinders

Module 4: Ratio, Proportion & Financial Mathematics | Outcomes: Solve financial mathematics problems involving interest and percentage change · Apply ratio and proportion to scale drawings and mapping problems

Ratio and proportion in real-world contexts · Direct and inverse proportion · Percentages: increase, decrease, profit, loss, and VAT · Simple interest and compound interest · Scale drawings, maps, exchange rates, and rates of change

Module 5: Statistics & Probability | Outcomes: Calculate and interpret measures of central tendency and spread · Apply probability rules using tree diagrams and Venn diagrams

Data collection, sampling methods, and sources of bias · Measures of central tendency: mean, median, and mode · Measures of spread: range and interquartile range · Probability: theoretical, experimental, and combined events · Tree diagrams and Venn diagrams for combined probabilities

Module 6: Coordinate Geometry & Transformations | Outcomes: Work confidently with straight-line and quadratic graphs · Apply all four transformations and describe them precisely

Coordinate geometry: gradient, midpoint, and distance formula · Straight-line graphs: y = mx + c, plotting, and interpreting · Quadratic graphs: plotting and interpreting key features · Transformations: translation, reflection, rotation, and enlargement · Vectors: notation, addition, subtraction, and scalar multiplication

Outcomes

Solve linear and simultaneous equations and model real-world situations algebraically · Apply geometry, trigonometry, and Pythagoras’ theorem to 2D and 3D problems · Analyse statistical data and evaluate probability with confidence · Use coordinate geometry and transformations precisely · Achieve readiness for Cambridge IGCSE / Common Core Grade 9 / IB MYP Year 4

Certification requirement

Complete all 6 modules, pass a proctored online assessment (minimum 75%), and submit one mathematical investigation project demonstrating extended thinking.

Career pathways

Preparation for CMAP (Senior Secondary), Cambridge IGCSE Mathematics, IB MYP, and all STEM career pathways.

How to enrol your child in the Personalised School Curriculum Support Programme

Step 1

Enrol your child in the appropriate Ukeh-Adah Mathematics Certification (CMFP for primary, CMIP for junior secondary, CMAP for senior secondary, CPMP for university level).

Step 2

Complete the child’s certification modules at their own pace.

Step 3

Upload your child’s school curriculum, textbook, or scheme of work through the student portal.

Step 4

Our team prepares a personalised curriculum support plan within 48 hours.

Step 5

Your child begins personalised school-curriculum sessions alongside or after the certification modules. Enrol now or contact us to discuss your child’s specific needs.

“Enrol Now — Join Thousands of Students and Researchers Worldwide”

“Get Certified. Build Skills. Change Your Future.”

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