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Use an area model tool to represent the division equation and find the quotient.

Option 1: 12 divided by 3 = ?
Option 2: Use an area model tool to calculate 24 divided by 4.
Option 3: Represent the division equation 15 ÷ 5 using an area model.
Option 4: Find the quotient of 36 divided by 6 using an area model.

Answer :

Final answer:

You use an area model tool to represent division equations by dividing a rectangle or square into equal parts based on the divisor. Then distribute the dividend evenly among these sections to find the quotient.

Explanation:

The subject of the concept here is how to use an area model tool to represent division equations and find the quotient. Here are your options:

  1. Option 1: For 12 divided by 3, imagine a rectangle split into 3 equal parts. If we fill up the rectangle with 12, each part will have 4. Therefore, 12 divided by 3 equals 4.
  2. Option 2: Using an area model tool for 24 divided by 4, divide a rectangle into 4 equal parts. If we spread out 24 equally among these spaces, each will hold 6. Therefore, 24 divided by 4 equals 6.
  3. Option 3: If we want to represent 15 divided by 5, divide a square into 5 equal sections. If we distribute 15 evenly to all the sections, each part will have 3. Therefore, 15 divided by 5 is 3.
  4. Option 4: To find the answer of the equation 36 divided by 6, we'd imagine a rectangle divided into 6 equal parts. Filling up the rectangle with 36 results in each part having 6. Therefore, 36 divided by 6 equals 6.

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