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Mathematical Patterns and Their Applications

ANSWER THE FOLLOWING QUESTIONS

Group 1

Understanding:
What is the Fibonacci sequence?
How is the Fibonacci sequence generated?

Question 1a

Short answer
Can you write down the first five terms of the Fibonacci sequence?

Question 1b

Short answer
What are the numbers that come after 0 and 1 in the sequence?

Question 1c

Short answer
Can you identify any pattern in the Fibonacci sequence?

Question 1d

Short answer
Why do you think the Fibonacci sequence is interesting or important?

Question 1e

Short answer
Can you think of any real-life examples where the Fibonacci sequence appears?

Question 1f

Short answer
How might the Fibonacci sequence be useful in the real world?

Group 2

Understanding:
What is Pascal's triangle?
How is Pascal's triangle constructed?

Question 2a

Short answer
Can you draw Pascal's triangle up to the 5th row?

Question 2b

Short answer
What are the numbers in the first few rows of Pascal's triangle?

Question 2c

Short answer
Do you notice any patterns within Pascal's triangle?

Question 2d

Short answer
How do the numbers in Pascal's triangle change from row to row?

Question 2e

Short answer
Can you think of any real-life examples where Pascal's triangle is used?

Question 2f

Short answer
In what ways might Pascal's triangle be helpful in solving problems?

Group 3

Organization:
How will you organize your presentation to make it clear and easy to follow?
What sections will you include in your presentation?

Question 3a

Short answer
What creative elements will you incorporate into your presentation format?

Question 3b

Short answer
How will you make your presentation visually interesting?

Question 3c

Short answer
How will you keep your audience interested and engaged during your presentation?
Will you use any interactive elements or activities?

Question 3d

Short answer
What impression do you want to leave on your audience with your presentation?
How will you ensure that your presentation has a positive impact on the audience?

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