Alok Kumar - JEE/OLY
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This is the official channel where you will get all the information related to classes, batches, Study material along with relevant updates for JEE Exams. Use code ALOKSIRLIVE for a bright future in Math Discussion Grp - https://t.me/alok_sir_aha_lectures
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Channel Posts
| 2 | https://www.youtube.com/watch?v=wRZyv0HUJmI&feature=youtu.be | 949 |
| 3 |  Try this challenging Problem | 1 174 |
| 4 | No text... | 923 |
| 5 | No text... | 1 |
| 6 | A Simple eqnough question
Do try | 980 |
| 7 | Two AHA Solutions by Sahil! | 760 |
| 8 | With general c = 91/60 | 658 |
| 9 | No text... | 666 |
| 10 | sub x = sec@
solving u get sec@ - cosec@ = 91/60. put m,n -> sec, cosec. you have two equations , m-n = 91/60 and 1/m^2 + 1/n^2 =1 => m^2+n^2 = m^2n^2. square the first and substitute m^2+n^2 in terms of mn into second to get (mn)^2 -2mn - (91/60)^2 = 0 to get mn = 169/60 , -49/60 , where second value is rejected as its abs <1. so you have m * (-n) = -169/60 and m + (-n) = 91/60. solve this quadratic as sigma1 and sigma2 is given to get m = 13/5 or - 13/12 | 55 |
| 11 | solve. | 602 |
| 12 | Solve the following equation | 589 |
| 13 | Congratulations🎉🥳👏👏 | 1 538 |
| 14 | Sahil raghav and mehul sir gold🛐🛐🛐🛐 | 780 |
| 15 | I should think so. | 1 142 |
| 16 | Is Raghav Goyal, the brother of Pranav Goyal AIR1? | 0 |
| 17 | Two of my students :
Mehul & Sahil! | 1 |
| 18 | ❤️❤️ | 549 |
| 19 | The Indian team for 15th IOAA being held at Kutaisi, Georgia departed today (ioaa2022.ge). The team consists of 5 students and 4 mentors. We wish the team the best wishes.
L to R: Prof. Sarita Vig, Mr. Tejas Shah, Mr. Raghav Goyal, Mr. Malay Kedia, Mr. Md Sahil Akhtar, Mr. Mehul Borad, Mr. Atharva Mahajan, Dr. Shriharsh Tendulkar, Prof. Ajit Mohan Srivastava. | 547 |
| 20 | 12/7/22 #POTD 26
Here is a simple and straightforward problem if you have the right mindset!
Definitely one the easier side of JEE ADV!
Solve and Share your Solutions!
Share among max students 🔥🔥🔥 | 1 163 |
