🔶20 - Limit of Trigonometric Functions (Example 1-6)

🔶20 - Limit of Trigonometric Functions (Example 1-6) In this video, we shall learn how to find the limit of trigonometric functions. The limit (L)of a function is what the function approaches, when a number x gets very close to a. The limit of a function does not need to be defined when x = a, the only interest is how the function is defined when x gets much closer to a. L = lim f(x) as x approaches a. for the limit of a function to exist, the left hand limit should be equal to the right hand limit. We shall solve tons of examples 00:00 - Intro to basic trig equations 01:42 - Example 1 03:48 - Example 2 06:50 - Example 3 09:49 - Example 4 12:37 - Example 5 13:52 - Example 6 Visit channel Playlist for more videos on Engineering mathematics, applied electricity and Basic Mechanics. Kindly support and Subscribe Thank you