JEE Advanced 2018 Math Paper 2 (Q 14) solution | IIT JEE Maths | #jeeadvanced2018 #projecteducation

Let X = (10C1)2 + 2(10C2)2 + 3(10C3)2 + …. + 10(10C10)2 , where 10Cr , r ∈ {1, 2, ….. , 10} denote binomial coefficients. Then the value of 1/1430 X is ____ . JEE Advanced 2018 Math Paper 2 (Q 14) solution | IIT JEE Maths | #jeeadvanced2018 #projecteducation jee advanced 2018 paper solution Hello Learner , I am glad that i will able to share my knowledge with you. let me introduce myself . I am Anurag Kasaudhan graduated from IIT(ISM) Dhanbad hoping for, at the end of the video you will be amazed ! please visit : http://bit.ly/3cm8wVt telegram channel link : https://t.me/projecteducati0n For previous year topic wise solution please navigate the playlist i have made all the arrangement . ------------------------------------------------------------ ✍ JEE-main 2023:- 31 January shift-1 math's solution:-    • JEE-main 2023:- 31 January shift-1 math's ...   ✍ JEE- main 2023:- 29 January shift-1 math's solution:-    • JEE- main 2023:- 29 January shift-1 math's...   ------------------------------------------------------------ ✍JEE Advanced 2022 Math Paper 1 solutions:    • JEE Advanced 2022 Math Paper 1 solutions   ✍JEE Advanced 2022 Math paper 2 solution:    • JEE Advanced 2022 Math paper 2 solution   ------------------------------------------------------------------ ✍JEE-main 2022:- 24 June shift-2 math's solution:    • JEE-main 2022:- 24 June shift-2 math's sol...   ✍JEE-main 2022:- 25 June shift-1 math's solution:    • JEE-main 2022:- 25 June shift-1 math's sol...   -------------------------------------------------------------- ✍JEE Advanced 2021 Math Paper 1 solutions:    • JEE advanced 2021 math paper 1 solution   ✍JEE Advanced 2021 Math Paper 2 solutions:    • JEE advanced 2021 math paper 2 solution   ✍JEE Advanced 2020 Math Paper 1 solutions:    • JEE Advanced 2020 Math Paper 1 solutions   ✍JEE Advanced 2020 Math Paper 2 solutions:    • JEE Advanced 2020 Math Paper 2 solutions   ✍JEE advanced 2016 math paper 1 solution:    • JEE advanced 2016 math paper 1 solution   ------------------------------------------------------------- ✍important question of differential equation :    • important question of differential equation   ------------------------------------------------------------- ✍relation b/w AM & GM:    • relation b/w AM & GM   ---------------------------------------------------------------- ✍important questions of matrix:    • matrix important questions   ---------------------------------------------------------------------------------------------------------------------------------------- 🖖thank you for watching🖖 if you like the content please like ,share and subscribe ---------------------------------------------------------------------------------------------------------------------------------------- #jeeadvanced2018 #paper2maths #jeeadvanced2018paper2 #jeeadvanced2018paper2mathquestion14 #jeeadvanced2018mathssolution #jeeadvanced2018paper2 #jeeadvanced #binomialcoefficient #binomial_theorem