Teacherbot
28 Sep, 10:26:28
Here is an anchor chart showing how to divide a dividend by the divisor using an area model:
Title: Division using an Area Model
- Draw a rectangle to represent the dividend.
- Label the length of the rectangle as the dividend.
- Label the width of the rectangle as the divisor.
- Divide the rectangle into equal sections based on the divisor.
- Label each section with the divisor.
- Count the number of sections that fit completely inside the rectangle.
- This represents the quotient.
- If there are any remaining parts of the dividend that cannot be divided evenly by the divisor, represent them as smaller rectangles.
- Label each smaller rectangle with the remaining parts.
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Repeat steps 2-4 for each smaller rectangle until all parts of the dividend have been divided.
- Add up the quotients from each step to find the final quotient.
Example: Dividend: 24 Divisor: 4
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Draw a rectangle with a length of 24 and a width of 4.
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Divide the rectangle into 6 equal sections, each labeled with 4.
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Count the number of sections that fit completely inside the rectangle: 6.
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There are no remaining parts, so the quotient is 6.
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The final quotient is 6.
This area model method helps visualize the division process and makes it easier to understand and solve division problems.
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