Answer Step 1. After substituting in \ (x=2\), we see that this limit has the form \ (−1/0\). That is, as \ (x\) approaches \ Step 2. Since \ (x−2\) is the only part of the
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Sec 2 First Term Calculus Unit 3 Lesson 2 Finding the limit of a function Algebraically part 2Join The Facebook Page https://www.facebook.com/groups/47636829
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4 ways of solving Limit of a Function Plug the value of x in the function to find the value of limit. If the function is in the form of a quadratic equation, use the factorization method to simplify it