In this lesson I show how to transform various limits so that they match the most common formulas with sines, logarithms, etc.<br><br> You’ll learn many simple tips for steering a limit toward the right function-limit formula.<br><br> <h3>Table of Contents</h3> <ul> <li>limit formulas for functions [01:17]</li> <li>limits using formulas with sin x, tan x, arcsin x, arctan x – 6 examples [05:39]</li> <li>limits using formulas with exponential and logarithmic functions – 4 examples [15:12]</li> <li>limits with sin x and transformations – 2 examples [20:10]</li> <li>limit using the cosine-difference formula – example [22:57]</li> <li>formula for the limit with cosine [26:31]</li> <li>limits with more difficult transformations – example 1 [28:25]</li> <li>limits with more difficult transformations – example 2 [31:25]</li> <li>limits with more difficult transformations – example 3 [35:10]</li> <li>limits with more difficult transformations – example 4 [38:00]</li> <li>limits with more difficult transformations – example 5 [40:50]</li> <li>limits with more difficult transformations – example 6 [42:58]</li> </ul>