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周长与面积教学反思(国外英文资料)
周长与面积教学反思(国外英文资料)
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Reflection on Teaching of girth and area
[Scene 1]:
Teacher: there is a wire in the teachers hand
See what you can do
Student: it can be surrounded by a rectangle
T: this wire is 24 centimeters long
If its for you
How do you plan to stay? Can you shape a rectangle with several shapes?
Student: first half
T: fold the wire in half
What is this? he asked
Student: one length plus one width
Teacher: continue to fold
Fold the two lengths of the rectangle and one width
How do you discount it? He motioned for him to fold the long side again
Its just a rectangle
The division continues to demonstrate
Also got a rectangle) the teacher asked: these shapes are different rectangles.
What will the area be like?
Sheng 1: they are the same circumference
The area is not the same
Student 2: the area should be the same size
Sheng 3: no matter how Wai
Same perimeter
The area is equal
T: now there are two different points of view
A rectangle with equal sides on the blackboard
The area is equal
Its just our guess
Is that right? Try to verify it
What method do you have to validate? Talk about it in a group
[reflection] this is the introduction of the new lesson
Very simple
But savor it
Its not that simple
The wire from the teachers hand
Consider the possibilities of enclosing a rectangle
Which leads students to guess the rectangle with equal perimeter
What will the area be like? The teacher provides effective stimulants
Arouse students cognitive conflict
This is the beginning of wisdom
[scene two]:
T: now, please exchange views
How did you draw the rectangle on the grid paper?
Student 1: I drew three rectangles
The length and width are 10 cm and 2 cm, respectively
8 cm and 4 cm
7 cm and 5 cm (produce pictures)
I got the conclusion that the rectangle with equal perimeter
Unequal area
Teacher: (length and width of blackboard writing) look at the rectangle drawn by the student
Is it the same recta
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