https://file.aiquickdraw.com/mathbot/file/1725434482571p9l581kq.jpg

I see you've uploaded an image containing a set of mathematical questions. I'll extract and solve them for you.

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### **Question 1:**
The problem shows a picture of a child holding two objects and asks:
- "How many pencils does the girl have in total?"

### **Answer:**
Without being able to see the exact objects or the numbers, typically, you would count the number of pencils depicted in the child's hands.

### **Question 2:**
It seems to ask for:
- "How many are left if she gives away 3 pencils?"

### **Answer:**
If the girl has \( x \) pencils and gives away 3, the remaining number of pencils would be \( x - 3 \).

### **Question 3:**
It asks to determine if the result is even or odd:
- "After giving away 3 pencils, is the number even or odd?"

### **Answer:**
If \( x - 3 \) is the expression after giving away pencils, you would evaluate whether this difference results in an even or odd number.

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If you can clarify or provide more context, especially regarding the exact numbers or image content, I can provide more detailed answers. Do you have any specific questions about these problems or want further details?

### Follow-up Questions:
1. How do you determine if a number is even or odd after performing an arithmetic operation?
2. Can you solve for a specific number of pencils if more details are given?
3. What strategies can you use to visualize subtraction with objects in real life?
4. What is the significance of even and odd numbers in real-life situations?
5. How does subtraction relate to addition, and how can you use it to check your work?

**Tip:** When working on problems with objects, visual aids like drawings can be very helpful for understanding the operations!

How many pencils does the girl have in total? How many are left if she gives away 3 pencils? Is the remaining number even or odd?

Learn how to count objects, perform basic subtraction, and determine whether a number is even or odd. This problem is designed for early learners in Grades 1-3, focusing on fundamental mathematical concepts.

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