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Use the graph of f(x)f(x) to find the limit.\newline=____= \_\_\_\_

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Q. Use the graph of f(x)f(x) to find the limit.\newline=____= \_\_\_\_
  1. Identify Point of Interest: Identify the point of interest on the graph where xx approaches the specific value. Check the behavior of f(x)f(x) as xx gets closer to this point from both the left and the right.
  2. Check Behavior of f(x)f(x): Observe the yy-values that f(x)f(x) approaches from the left-hand side and the right-hand side. If these values agree, the limit exists and is equal to this common value.
  3. Observe Approaching y-Values: Record the yy-value approached by f(x)f(x) as xx approaches the specific value. This is the limit of f(x)f(x) at that point.
  4. Record Limit Value: Verify calculations by rechecking the graph to ensure no mistakes were made in observing the limit.

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