Applications of sin(x)/x = 1 || Exercise 2.4 Thomas calculus 12th 13th edition || Urdu Hindi

Thomas Calculus 12th 13th edition chapter 2 solution Limit and Continuity Applications of Limit at x approaches to zero (0) Sin (x) by x is equal to one. Exercise 2.4 part 2 has been taken from the book of calculus by Thomas Finny. In this video, I disused about the limits and how to find the value of trigonometric function using sin(x) limit theorem with easy and simple language Urdu. Playlists Functions || Thomas Calculus 12th 13th edition Chapter 1    • Functions || Thomas Calculus12th 13th edit...   Limits And Continuity || Thomas Calculus 12th 13th edition chapter 2    • Limits And Continuity  || Thomas Calculus ...   if you want to see next my upcoming videos then please like this video and subscribe my channel   / @dkmathematics   #dkmathematics #thomascalculus #chpt2 This Channel is dedicated to quality mathematics education. It is absolutely FREE so Enjoy! Videos are organized in playlists and are course specific. If they have helped you, consider Support: Your support is GREATLY appreciated and is what helps fund more video creation. Thanks!!