It seems like you're referring to a graph or a function that is "above the x-axis." When we say a function or part of a graph is above the x-axis, it means that the function's output (y-values) is positive for those x-values. Mathematically, this occurs when $f(x) > 0$ for the given x-values.

Would you like more details on analyzing the graph of a function to determine when it's above the x-axis? Or are you referring to a specific equation or graph you'd like me to help with?

Related Questions:

1. How do you find where a quadratic function is above the x-axis?
2. What does it mean when a function crosses the x-axis?
3. Can a function be both above and below the x-axis? How do you find those intervals?
4. How do you solve inequalities like $f(x) > 0$?
5. How do you find the critical points of a function to determine where it's above or below the x-axis?

Tip: To determine where a function is above the x-axis, set the function equal to 0 and solve for the x-values. Then analyze the sign of the function in intervals around those values.