Here are the essential concepts you must grasp in order to answer the question correctly.
Function Evaluation
Function evaluation involves determining the output of a function for a specific input value. In this case, evaluating f(1) means finding the value of the function f at x = 1. This requires understanding the function's definition or its graphical representation to identify the corresponding y-value.
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Evaluating Composed Functions
Graph Interpretation
Interpreting a graph is crucial for understanding the behavior of a function visually. It involves analyzing the plotted points, slopes, and trends to extract information about the function's values, limits, and continuity. In this context, the graph will help determine the value of f(1) directly from the visual representation.
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Limits
Limits are fundamental in calculus, representing the value that a function approaches as the input approaches a certain point. While the question asks for f(1), understanding limits can provide insight into the function's behavior near x = 1, especially if the function is not defined at that point or has discontinuities.
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