Using tiny numbers to evaluate the right hand limit of a rational function

The video tutorial discusses the concept of limits, focusing on approaching a number from the right side. It explores how to handle negative values and determine whether the outcome is positive or negative. The tutorial concludes with an explanation of how these concepts relate to reaching negative infinity.

Discuss the outcome of dividing a negative number by a positive number.

What conclusion can be drawn about the limit as x approaches -4 from the right?