1. Understand the Problem Thoroughly

• Read the question carefully.
• Identify what is given and what needs to be found.

2. Break It Down into Smaller Steps

• Divide complex problems into simpler parts.
• Solve step by step rather than tackling everything at once.

3. Use Visual Aids

• Draw diagrams, number lines, or use models to understand the problem better.
• For word problems, sketching can help visualize relationships.

4. Look for Patterns

• Identify repeated numbers, sequences, or operations.
• Recognizing a pattern can simplify calculations.

5. Apply Logical Reasoning

• Eliminate impossible answers in multiple-choice questions.
• Think about the logic behind mathematical operations.

6. Use Alternative Methods

• Try different approaches like estimation, trial and error, or reverse operations.
• Checking with another method boosts accuracy.

7. Work Backward

• Start from the answer and work toward the original problem.
• Useful in word problems and algebraic expressions.

8. Practice Mental Math Techniques

• Memorize basic multiplication tables and number properties.
• Improve speed and accuracy through mental calculations.

9. Verify Your Answer

• Always recheck calculations to avoid careless mistakes.
• Plug your answer back into the problem to confirm.

10. Stay Calm and Persistent

• Don’t rush; take deep breaths if stuck.
• Try again with a fresh approach if the first method doesn’t work.