I can see that May is drawing equal groups of 4. In the first box, there are 4 candies (2 on top, 2 on bottom). In the second box, there is only 1 candy. Since May is supposed to be drawing equal groups of 4, I need to complete her drawing by adding 3 more candies to the second box to make it equal to the first box.
Let me now summarize my findings for all three sections:
1. For the vases: Each of the 4 vases contains exactly 3 flowers, so these groups are equal.
2. For the ladybugs: There are 4 ladybugs shown. If we consider them as individual "groups," they are equal since they all look identical. If we consider them as one group, there's no comparison to make.
3. For May's drawing: The first box has 4 candies, and the second box has only 1. To complete the drawing with equal groups of 4, I need to add 3 more candies to the second box.
The answer to the main question "Are these groups equal or unequal?" depends on which section we're referring to:
- For the vases: Equal
- For the ladybugs: Equal (if considering each as a group) or not applicable (if considering them as one group)
- For May's drawing: Currently unequal, but should be made equal by adding 3 candies to the second box.
Since the question appears to be asking about the vases (as it's positioned directly above them), I'll conclude that those groups are equal.
Parent Tip: Review the logic above to help your child master the concept of making equal groups worksheet.
