Math Problem Statement
Determine the domain of the following graph: (Graph image provided by user)
Solution
To determine the domain of the graph, we must identify all the -values for which the graph has points. Looking at the graph:
- The graph starts at approximately (filled point) and ends at (open point).
- The filled point at indicates inclusion, while the open point at indicates exclusion.
Domain:
This notation means the domain includes all -values from to , including , but excluding .
Would you like further details or help on range or other aspects of the graph?
Related Questions:
- What is the range of the graph?
- How do you interpret open and closed points on graphs?
- How do you convert graph observations into interval notation?
- What happens to the domain if the graph extends infinitely in one direction?
- How would the domain change if the endpoint at were a filled point?
Tip:
Always check the graph carefully for open and closed points when identifying the domain or range.
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Math Problem Analysis
Mathematical Concepts
Domain and Range
Graph Analysis
Interval Notation
Formulas
None explicitly required; graph-based analysis
Theorems
Concept of domain in a function
Suitable Grade Level
Grades 8-10