Criterion A- Presentation
What is the purpose of clearly stating the AIM in your exploration?
Answer: It guides your investigation and helps maintain focus.
Give one example of appropriate mathematical language.
Answer: Use of terms like 'substitute' instead of 'plug in.'
What does Personal Engagement measure?
Answer: The student’s initiative, creativity, and personal connection to the topic.
What is the difference between reflection and conclusion?
Answer: Reflection is ongoing and analytical; a conclusion summarizes results.
What type of mathematics is required for top marks?
Answer: Relevant mathematics that matches the level and purpose of the IA.
Does an exploration have to be less than 20 pages long?
Answer: No, as long as all content is relevant and concise.
What must every graph or table include?
Answer: Proper labels, headings, and clear axes titles.
How can a student show engagement?
Answer: By choosing a topic of genuine interest or applying unique problem-solving methods.
List one feature of good reflection.
Answer: Discussing strengths and weaknesses of the approach.
How is relevant math different from complex math?
Answer: Relevant math fits the topic and aim; complex math may not be necessary.
Name one thing to avoid to maintain conciseness.
Answer: Avoid irrelevant or unnecessary calculations, graphs, or descriptions.
What are 'Key Terms'?
Answer: Vocabulary, symbols, and variables defined for reader understanding.
Why must engagement be authentic?
Answer: Forced or superficial engagement does not reflect genuine curiosity or effort.
What kinds of questions show good reflection?
Answer: ‘What if’ questions or considering limitations and assumptions.
What happens if math doesn’t connect to your AIM?
Answer: It loses value and may reduce marks for mathematical use.
What should you do throughout your paper with respect to your AIM?
Answer: Refer to it throughout to stay focused on addressing your goal.
Name a Top Tip for mathematical communication.
Answer: Familiarize yourself with equation tools in Word or equivalent.
Give one example of personal engagement in an IA.
Answer: Using personal data or real-world experiences in the exploration.
When should reflection appear in your IA?
Answer: Throughout the paper, not just at the end.
Why should you explain mathematical steps clearly?
Answer: To demonstrate understanding and communication of the process.
What is one feature of a well-presented IA?
Answer: Clear organization and consistent formatting that supports understanding.
Can you earn a good mark without graphs?
Answer: Yes, if multiple forms of mathematical representation are used appropriately.
Why is reflection linked to engagement?
Answer: It demonstrates ownership and understanding of the mathematical process.
Why is reflection essential for high marks?
Answer: It shows critical thinking and awareness of the mathematical process.
What is one strategy to strengthen math use?
Answer: Reflect on results and connect each method to your exploration goal.