Wish you could attach images, but I can't. Basically I'm trying to write the domain and range of this function from a graph, but the graph has 2 separate places that are cut off from each other
Srsly someone help
D = set of all x-values where f(x) is defined
R = set or all corresponding values of f(x)
You have the graph. How hard can it be to describe the places where it is defined?
I understand that you're trying to determine the domain and range of a function from a graph, but you're facing difficulty due to the graph being cut off into two separate parts. Although I cannot see the graph, let me guide you through the process of finding the domain and range.
1. Start with the domain:
- The domain represents all possible input values for the function.
- Look at the x-axis on the graph.
- Identify the leftmost and rightmost points on the graph, including any breaks or gaps.
- The domain will be the range of x-values covered between these leftmost and rightmost points, including any breaks or gaps.
2. Move on to the range:
- The range represents all possible output values of the function.
- Look at the y-axis on the graph.
- Identify the lowest and highest points on the graph, including any breaks or gaps.
- The range will be the range of y-values covered between these lowest and highest points, including any breaks or gaps.
If there are two separate parts of the graph that are cut off from each other, you will end up with two distinct domains and ranges for each of those parts. It's important to consider each part separately, especially if they are not connected or if there are discontinuities in the function.
Remember, without the actual graph, this is a general explanation. If you encounter any specific issues or need further assistance, feel free to provide more details, and I will be glad to help you further.