"Strategy of Inquiry Mode" comprehensive and practical PPT courseware

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"Strategy of Inquiry Mode" comprehensive and practical PPT courseware

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"Strategy of Inquiry Mode" comprehensive and practical PPT courseware

1. Introduce situations and explore rules

(1) Present information and clarify issues

There are at most 2 points on the same straight line, so how many line segments can be connected to 6 points? What about 8 points?

Question: How do you want to solve this problem? Give it a try.

(2) Collaborative exploration and sharing of methods

No duplication, no omission.

5+4+3+2+1=15 (items)

Question: Think about it, what are the benefits of drawing in order?

2. Apply rules and solve problems

1. According to the rules, do you know how many line segments can be connected with 12 points or 20 points?

1+2+3+4+5+6+7+8+9+10+11

=(1+11)+(2+10)+(3+9)+(4+8)+(5+7)+6

=12×5+6

=66 (bar) ——12 points

Question: Following simple calculations, what did you find?

3. Consolidate practice and improve understanding

Look at the picture below and think about it.

(1) How many chess pieces are there in picture 7? What about picture 15?

1×1 2×2 3×3 4×4

Number of chess pieces in each row × number of rows = total number of chess pieces

Questions: 1. How do you want to solve this problem?

2. Starting from the simplest data, count how many chess pieces there are in each picture?

3. What did you discover during the counting process?

1. Simplify the complex

2. Drawing and enumeration

3. Think in order

4. Explore patterns

Question: How can you think about complex problems?

4. Assign homework

Homework: Exercise 22 on page 103, questions 1, 2, 3, and 4.

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For more information about the "Strategies for Mathematical Thinking and Inquiry Mode" PPT courseware, please click the "Strategies for Mathematical Thinking and Inquiry Mode" ppt tag.

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Update Time: 2024-07-29

This template belongs to Mathematics courseware People's Education Press Mathematics Volume 2 for Sixth Grade industry PPT template

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