CSEC Mathematics SBA Guidelines

Complete guide to School-Based Assessment for CSEC Mathematics with suggested topics, marking scheme, and sample project

What is SBA?

The School-Based Assessment (SBA) is an integral part of student assessment in CSEC Mathematics. It allows students to apply mathematical concepts to real-world situations and develop critical thinking skills. The SBA contributes significantly to your final grade.

Key Points:

  • SBA is worth 30 marks (20% of your total score)
  • You must complete ONE project
  • Maximum report length: 1000 words (excluding appendices)
  • You can work in groups of up to 6 students
  • Deadlines are set by your school

SBA Structure & Requirements

Project Components

Your SBA report MUST include these 6 sections:

  1. Project Title - Clear, concise, related to real-world problem
  2. Introduction - Objectives, background, purpose, and method
  3. Method of Data Collection - How and when data was collected
  4. Presentation of Data - Tables, charts, graphs with proper labels
  5. Analysis of Data - Mathematical calculations and interpretations
  6. Conclusion - Findings based on analysis, recommendations

Important Notes:

  • Show ALL calculations and working
  • Use proper mathematical notation
  • Include at least one table and one graph/chart
  • Ensure data is genuine and accurate
  • Cite all sources properly

Marking Scheme (30 Marks Total)

Section What's Assessed Marks
Project Title Clear, concise, real-world relevance 2
Introduction Objectives, background, purpose, method 6
Method of Data Collection Appropriate methods, clear description 3
Presentation of Data Tables, graphs, organization, accuracy 8
Analysis of Data Mathematical concepts, calculations, steps 6
Conclusion Based on analysis, related to objectives 3
Overall Presentation Logical flow, grammar, organization 2

Assessment Profiles:

  • Conceptual Knowledge (CK): 9 marks
  • Algorithmic Knowledge (AK): 12 marks
  • Reasoning (R): 9 marks

Suggested SBA Topics

Consumer Mathematics

  • Comparing hire purchase vs cash payment
  • Analyzing cell phone plans
  • Grocery price comparisons
  • Bank interest rates comparison

Statistics & Probability

  • Sports team performance analysis
  • School exam results analysis
  • Traffic flow patterns
  • Weather data analysis

Measurement & Geometry

  • Optimizing garden/yard space
  • Room painting cost calculation
  • Packaging optimization
  • Floor tiling patterns

Real-World Applications

  • Fuel efficiency comparison
  • Phone screen time analysis
  • Water usage patterns
  • Electricity consumption study

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Sample SBA Project

Here's an example of how to structure your SBA project:

Project Title

"Comparative Analysis of Hire Purchase vs Cash Payment for Electronics at Two Local Stores"

Introduction

Objective: To determine whether hire purchase or cash payment is more economical when purchasing electronics.

Background: Many consumers face the dilemma of choosing between paying cash or using hire purchase options...

Data Collection Method

Visited two electronics stores (Store A and Store B) to collect prices for:

  • Smartphone (Samsung Galaxy S23)
  • Laptop (Dell Inspiron 15)
  • Television (55" LED Smart TV)

Recorded cash prices and hire purchase terms (down payment, monthly payments, duration, interest rates).

Sample Calculations

Total Hire Purchase Cost Formula:

Total = Down Payment + (Monthly Payment × Number of Months)

Interest Calculation:

Interest = Total Hire Purchase Cost - Cash Price

Percentage Interest:

% Interest = (Interest ÷ Cash Price) × 100

Expected Findings

  • Hire purchase typically costs 15-25% more than cash price
  • Store A has better hire purchase terms than Store B
  • Recommendation: Save and pay cash when possible

Tips for Success:

  1. Choose a topic that interests you
  2. Start early and plan your time
  3. Collect genuine data
  4. Show ALL calculations
  5. Proofread your final report
  6. Submit before the deadline

Problem Solving Strategies

1. Use Simple Numbers

Replace complex numbers with simple ones to understand the problem, then apply the solution to original numbers.

2. Sketch Diagrams

Visualize problems using diagrams, charts, or graphs to understand spatial relationships.

3. Create Tables

Organize data in tables to identify patterns and relationships between variables.

4. Look for Patterns

Identify recurring patterns in data that can lead to mathematical generalizations.

Additional Resources

Official CXC Resources:

  • CXC Official Website
  • Mathematics Syllabus (Download from CXC website)
  • Past SBA samples (Ask your teacher)
  • Online Registration System (ORS) for submission

Important Dates:

  • Check with your teacher for school deadlines
  • Final submission to CXC is usually in March/April
  • Start your SBA at least 3 months before deadline
  • Allow time for teacher feedback and revisions