Here's the graph of the function \( y = \sin(x^2) \). Would you like any further details or have any questions about this function?

Here are some questions you might want to ask:
1. What are the key features of the function \( y = \sin(x^2) \)?
2. Can you explain the behavior of \( y = \sin(x^2) \) at different intervals of \( x \)?
3. How do I find the zeros of the function \( y = \sin(x^2) \)?
4. Can you show the derivative of \( y = \sin(x^2) \) and its graph?
5. What is the integral of \( y = \sin(x^2) \) over a specific interval?

**Tip:** Understanding the behavior of a function often involves analyzing its derivatives and integrals to get a deeper insight into its properties.

Explore the graph of the function y = sin(x^2) and understand its behavior at different intervals of x. Learn about the properties of the sine function and how they apply to y = sin(x^2). Suitable for students in Grades 10-12.

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