Maths isn’t about being a genius; it’s about knowing how to practise. Here’s how to aim for 100/100 🧮⤵️ 1️⃣ Make a question-type notebook: Instead of writing lengthy notes, list different question types, the formula used, one solved example, and common mistakes for each chapter 📝 2️⃣ Practise in 3 levels: 🟢 Start with basic questions, 🟡 move to application-based problems, 🔴 then solve tricky questions and PYQs. Don’t jump to difficult problems before mastering the basics. 3️⃣ Maintain a mistake log: Note every wrong answer and why you got it wrong, wrong formula, calculation error, or misunderstanding. Redo those questions after 1, 3 and 7 days. 4️⃣ Solve without looking at solutions: After understanding an example, close the book and solve a similar question independently. If you get stuck, identify exactly which step you don’t understand. 5️⃣ Practise with a timer: Solve question sets within a fixed time to improve speed and accuracy. Gradually practise full-length papers under exam conditions. 6️⃣ Master your textbook first: Solve every example and exercise question before moving to sample papers and previous-year questions. Tick off chapters only when you can solve them without help. 7️⃣ Learn the clues behind each method: Ask yourself why a particular formula applies to a question. Practise changing the numbers or wording to ensure you understand the concept, not just the solution. 8️⃣ Write answers for full marks: Show essential steps, write formulas clearly, check signs and calculations, and include correct units wherever needed. 9️⃣ Analyse every mock test: Don’t just check your score. Find repeated mistakes and spend your next practice session fixing those weak areas. 🔟 Use the final minutes wisely: Recheck calculations, signs, copied numbers, units and unanswered sub-questions. 🎧📌 Don’t measure your preparation by how many questions you solve, but by how many you can solve correctly without help💗 - @studvyree