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Some functions are not defined for selected values of their argument. But, as you calculate the value of the function nearer and nearer to these selected values, you get a consistent result - whichever side you approach the critical value from.
For example, sin(x)/x [where the angle x is measured in radians] is not defined for x = 0 since it would be 0/0 which is undefined. However, as x approaches 0, from the negative or positive side, the value of the function gets closer and closer to 1. In this case, the limit of sin(x)/x, as x approaches 0, is said to be 1.
Wiki User
∙ 6y ago
Wiki User
∙ 6y agoIt means that you analyze what happens when a variable gets closer and closer to a certain value, without actually reaching it.
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