Limits: Numerical Approach
View the Lesson | MATHguide homepage Updated April 26th, 2021

Status: Waiting for your answers.

Problem:Using a numerical approach, find the limit of this function, g(x).

lim
(x2 - 4x - 5)
x→2

  • Round values to the nearest thousandth.
  • If a value or limit does not exist, enter DNE.
  • If a limit approaches +∞, enter positive infinity.
  • If a limit approaches -∞, enter negative infinity.
    • Table:
    x
    g(x)
    Limits:
    lim  g(x) =
    x→2-

    lim  g(x) =
    x→2+

    lim  g(x) =
    x→2