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🚨Call for Contributors🚨
Neil Almond
March 12, 2024
Good afternoon human, TeacherPrompts needs your help!
Knowledge builders 📚
anthropomorphisms → The act of attributing human attributes to non-human entities. Ever said ‘thank you’ to an AI tool?
How AI chatbots like ChatGPT or Bard work – visual explainer → This beautiful explainer will take you through how these LLMs work.
Industry updates 🤖
How do you solve a prompt like recruitment? → Not with ChatGPT it seems. Despite all the advances in AI, it is still important to remember that it is trained on bias data, and so it will likely return bias results. Always check your outputs.
Grok goes Open → Elon Musk has announced that Grok, X’s AI tool, will be made open source. This is likely part of his ongoing legal
Fresh Prompts ✨
Expert Level: Procedural Knowledge Breakdown → This Prompt helps to break down how you could learn a key skill. It breaks the core skill into subskills, provides deliberate practice, a roadmap to master, the potential obstacles that you may need to overcome and how to overcome them. Finally, it provides a nice little motivational paragraph to help you persevere. Change the skill at the end to customise this to your needs
Top Tip: Once the output has been generated, ask for some questions for the deliberate practice.
Skill to be Mastered: 3-Digit by 2-Digit Multiplication
Key Component Subskills:
Understanding Place Value
Mastering Single-Digit Multiplication Facts
Carrying Over (Regrouping) Numbers
Adding Multi-Digit Numbers
Deliberate Practice Techniques:
Understanding Place Value: Use base-10 blocks or place value charts to visualize and practice the concept.
Mastering Single-Digit Multiplication Facts: Employ flashcards and timed drills to achieve quick recall.
Carrying Over (Regrouping) Numbers: Practice problems that specifically require carrying over to reinforce the skill.
Adding Multi-Digit Numbers: Solve a variety of addition problems, gradually increasing in complexity and length.
Mastery Roadmap:
Beginner: Start with understanding place value and practicing single-digit multiplication.
Intermediate: Move on to multiplying single digits with larger numbers using the carry-over method.
Advanced: Practice multiplying 3-digit by 2-digit numbers without the aid of a calculator.
Mastery: Solve complex multiplication problems quickly and accurately, and begin to teach others.
Obstacles:
Forgetting to carry over.
Making errors in single-digit multiplication.
Losing track of place value during addition.
Troubleshooting:
Double-check work for missed carry-overs.
Revisit single-digit multiplication drills if errors persist.
Use graph paper to keep numbers aligned by place value.
Motivation: Mastery of multiplication is a fundamental skill that will serve you in many areas of life, from personal finance to advanced mathematics. Each problem you solve builds your numerical intuition and confidence. Remember, every expert was once a beginner; persistence is the key to your success. Keep practicing, and you’ll find that what once seemed complex will become second nature.