The task involves completing the
Part-Part-Whole Model by drawing counters in the jars to represent the total number of objects. The Part-Part-Whole model is a visual representation where the "whole" is divided into two or more "parts." Here's how we can solve each part:
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Step-by-Step Solution:
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1. First Row:
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Top Jar (Whole): Contains 5 orange counters.
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Bottom Jars (Parts): One jar has 2 orange counters, and the other has 1 orange counter.
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Missing Counters: To complete the whole, the top jar should have all 5 counters. Since 2 + 1 = 3, the missing counters are \(5 - 3 = 2\).
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Action: Draw 2 orange counters in the top jar.
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2. Second Row:
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Top Jar (Whole): Empty.
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Bottom Jars (Parts): One jar has 3 green counters, and the other has 2 green counters.
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Total Counters: The total number of counters is \(3 + 2 = 5\).
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Action: Draw 5 green counters in the top jar.
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3. Third Row:
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Top Jar (Whole): Empty.
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Bottom Jars (Parts): One jar has 1 blue counter, and the other has 4 blue counters.
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Total Counters: The total number of counters is \(1 + 4 = 5\).
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Action: Draw 5 blue counters in the top jar.
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4. Fourth Row:
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Top Jar (Whole): Empty.
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Bottom Jars (Parts): One jar has 3 purple counters, and the other has 2 purple counters.
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Total Counters: The total number of counters is \(3 + 2 = 5\).
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Action: Draw 5 purple counters in the top jar.
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5. Fifth Row:
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Top Jar (Whole): Empty.
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Bottom Jars (Parts): Both jars have 3 pink counters each.
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Total Counters: The total number of counters is \(3 + 3 = 6\).
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Action: Draw 6 pink counters in the top jar.
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6. Sixth Row:
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Top Jar (Whole): Empty.
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Bottom Jars (Parts): One jar has 2 red counters, and the other has 3 red counters.
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Total Counters: The total number of counters is \(2 + 3 = 5\).
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Action: Draw 5 red counters in the top jar.
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Final Answer:
For each row, the completed jars should look like this:
1. Top jar: 5 orange counters.
2. Top jar: 5 green counters.
3. Top jar: 5 blue counters.
4. Top jar: 5 purple counters.
5. Top jar: 6 pink counters.
6. Top jar: 5 red counters.
Thus, the final answer is:
\[
\boxed{
\text{Draw the appropriate number of counters in each top jar as explained above.}
}
\]
Parent Tip: Review the logic above to help your child master the concept of number bonds worksheet for first grade.
