Evaluate the limits of a graph with a jump discontinuity

The video tutorial covers the concept of end behavior in functions, focusing on how graphs behave as x approaches infinity or negative infinity. It then delves into piecewise functions, explaining how they can only equal one value and the significance of open and closed circles on graphs. The tutorial further explores limits, discussing how to approach them from the left and right, and the conditions under which a general limit does not exist. The importance of understanding left and right hand limits is emphasized, especially when they do not converge to the same value.

Describe the behavior of the function as X approaches -3 from the right.

Evaluate responses using AI:

OFF

What conclusion can be drawn if the left and right hand limits do not approach the same value?

Evaluate responses using AI:

OFF