https://file.aiquickdraw.com/mathbot/file/17303089439135nag23lo.jpg

The question in the image is asking about the temperature changes throughout the day based on the provided graph. Let's break down the two parts of the question:

1. **Identifying the interval where temperature reaches its maximum:**  
   Looking at the graph, we observe the temperature gradually increases from early in the morning, reaching its peak around **12:00 (noon)**. This point represents the highest temperature of the day.

2. **Finding the interval where the temperature change approximates a parabolic shape:**  
   A parabolic shape usually indicates a symmetric rise and fall, which is seen in the temperature curve from **around 9:00 to 15:00**. During this interval, the temperature increases to its peak and then decreases, forming a shape that resembles a parabola.

So, the answers are:
- **Maximum temperature interval:** Around **12:00**.
- **Parabolic shape interval:** Approximately from **9:00 to 15:00**.

Would you like further details or explanations?

### Related Questions:
1. How do we determine the maximum or minimum points on a temperature-time graph?
2. What are the characteristics of a parabolic curve in a temperature graph?
3. How does the shape of the curve indicate different types of temperature changes?
4. How can this temperature model be represented mathematically?
5. What other types of curves can appear in temperature-time graphs and what do they signify?

### Tip:
When interpreting graphs, focus on key points like peaks, troughs, and intervals of steady change to understand the overall trend.

Hansı saat intervalında temperatur öz maksimum həddinə çatmış, hansı saat intervalında isə temperatur dəyişməsinin qrafiki təxminən parabola formasındadır?

Learn how to analyze a temperature-time graph to determine the peak temperature interval and identify the parabolic shape. The graph shows temperature variations throughout the day, with a maximum around 12:00 and a parabolic interval from 9:00 to 15:00. Suitable for Grades 7-9.

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