Study Timeline and Resources
Mathematics Assessment Study Plan
Assessment Due: Whenever you can
Follow this daily study plan to prepare effectively. Topics are split to gradually cover all chapters and allow revision before the exam.
All tutoring resources.
Google Meet URL for tutoring session.
All round math skills
28/01. Complete Q1-Q8 of "All round math skills". This video will be helpful.
- Algebra Basics: Laws Of Exponents - Math Antics
- If you find the previous video tricky, try this.
- Clearly state the goal before starting any calculations.
- This keeps your working focused and shows you understand the question.
- Examples:
- Solve for x
- Find the value of y
- Determine the equation of the line
- This helps markers follow your intent and gives structure to your solution.
- Each line should perform only one mathematical action.
- Avoid jumping straight from the question to the final answer.
- Small steps reduce mistakes and allow partial marks if an error occurs.
- If more than one change happens in a line, split it into two lines.
- Briefly explain why each step is valid.
- Use short notes such as:
- Subtract 7 from both sides
- Divide both sides by 3
- Factorising
- Using the quadratic formula
- Justifications show understanding, not memorisation.
- Align equals signs vertically.
- Avoid arrows unless explaining reasoning.
- Do not skip steps or mix algebra across lines.
- Neat layout makes logic easier to follow and reduces errors.
- Substitute your answer back into the original equation.
- Confirm both sides are equal.
- Writing a short check shows good mathematical practice.
- This step often catches simple arithmetic mistakes.
- Use tools like Symbolab or Photomath after attempting the question yourself.
- Compare:
- Step order
- Notation
- Justifications
- Adjust your working to match clear, logical standards.
- Ask yourself: “Could someone who missed the lesson understand my solution?”
- If the answer is yes, your working is clear and well-structured.
- Work through each equation slowly and show every algebra step.
- Avoid jumping straight to the answer without explaining how you got there.
- Focus on:
- Expanding brackets correctly
- Collecting like terms
- Isolating the variable step-by-step
- Clear algebra structure prevents small mistakes and makes your reasoning easy to follow.
- These questions require deeper algebra manipulation and reasoning.
- Before solving, identify what algebra technique is required.
- Common strategies include:
- Rearranging formulas
- Working with multiple steps in equations
- Checking solutions by substitution
- Develop the habit of verifying your answer to confirm it satisfies the original equation.