Скачать или смотреть Limits in Math's - Part 3

Method of evaluation of limits
(a) By using following theorems, evaluation of limits it solves easily.
(b) When to find limit of function on x goes to infinity, then in this condition, is converted expression into 1/x terms. Then takes
(c) If a belongs to R and limit of function f(x) on x goes to a, then following 3 methods we can use to find limit.
(1) By using expansion of function: if limit of any expression on x goes to 0 to find and minimum one expression is expansible in given expression then to write expansion of expression in increasing power of x, then we take common power of x, and divide from numerator and denominator, then to be finished indeterminate form of expression.
(2) By simplification of expression: First simplify the expression, then to be finished indeterminate form of expression.
(3) By using L’Hospital rule:

In part – 3, I try to finish the lesson of limits, we learned the method of evaluation of limits. First one is by using theorems. Second one is to find the limit on x?8 by taking (1/x) goes to 0. Third one inside we have 3 methods
(1) By using expansion of function, (2) By simplification of expression
(3) By using L' Hospital rule.
All methods of evaluation of limits we learned with example. Hope tutorial will help to understand method of evaluation of limits in math's