q.
q.
Correct Answer
3
Step-by-Step Solution
To find the number of distinct zeroes of y = f(x), we look at the points where the graph intersects the x-axis. Each intersection represents a zero of the function. From the graph, the curve crosses the x-axis three times at different points, indicating three distinct zeroes.
Explanation
The zeroes of a function are the x-values where the function's output is zero (y=0). On the graph, these correspond to the points where the curve crosses the x-axis. Since the graph crosses the x-axis three times at different points, the function has three distinct zeroes.
Important Formula
Final Answer
The number of distinct zeroes of y = f(x) is 3.
You may also like
How The Economic Machine Works by Ray Dalio
November 27, 2025
How to create Single Course Item with Thim Elementor Kit
November 27, 2025
