Algebra Jan. Attempt JEE MAIN 2026 PYQs | High Scoring MATHS Chapters | OM Sharma Author & IITB

#omsirmaths #OmSharmaSir #algebra #aprilattempt2026 #jeemain2026 JEE MAIN January Attempts Maths PYQs video solutions by Om Sharma sir. For FREE Worksheet message on Whatsapp on 7240569576 or click https://wa.me/917240569576 Master Algebra Part-1 for JEE Main 2026 with Om Sharma Sir (IIT Bombay Alumnus & Pearson Author). Get the fastest Kota-level alternative solutions Did you find Algebra Part-1 tough in the Jan Attempt? Most students lose time in lengthy calculations. In this video, Om Sharma Sir breaks down every single question from the JEE Main 2026 Jan shift using his signature "7-book author" insights and Kota's best-kept shortcut secrets. 📌 Timestamps: 0:00 Mastering Algebra Part-1 & Tips to use Booklet/workbook FUNDAMENTAL OF BASIC MATHS 4:36 Q1.The sum of all the roots of the equation 7:35 Q2.Let 2 A ={x : | x −10|  6} and B ={x :| x − 2 |1}. 15:02 Q3.The number of distinct real solutions 20:11 Q4.A building construction work can be 26:12 Q5.The sum of all the real solutions 31:46 Q6.The number of the real solutions QUADRATIC EQUATION 37:47 Q7.The positive integer n, for which the 45:26 Q8.Let  and  be the roots of equation 2 x + 47:49 Q9.Let , be the roots of the quadratic equat 51:52 Q10.If  and ( )     are the roots 58:07 Q11.The smallest positive integral value of a, for which 01:04:11 Q12.Let 3 2 S {x ax bx = + + + c : a,b,c 01:08:50 Q13.If , , where   , are the roots of the e PROGRESSION 01:12:16 Q14.Let 1 2 3 a ,a ,a , be a GP of increasing 01:19:21 Q15.Let 1 a =1 and for2n 1 n 2 21 n 2n 1n 1, a a .2 n (n 1)+ 01:29:33 Q16.Let 2 3 101 2 9a a aa , , , ,2 2 2 be a G.P. of 01:34:08 Q17.If the sum of the first four terms of an 01:37:25 Q18.Suppose a,b,c are in A.P. and 2 2 2 a ,2 b , 01:42:10 Q19.Letn2kk 1a n n.==  +   If 10a 59 = and 6 01:47:02 Q20.Let 729, 81, 9,1, be a sequence and n 01:55:03 Q21.Consider an A.P.: 1 2 n 1 a ,a ,,a ;a  02:01:03 Q22.Let 1 2 3 4  , , , be an A.P. of 02:07:56 Q23.      +  +  +  +  + upto 02:12:02 Q24.The value of k 1k 1k(k 1)( 1)k!+= +    02:19:57 Q25.The common difference of the A.P.: 1 2 02:23:24 Q26.In a G.P., if the product of the first three terms is 02:28:14 Q27.Let the arithmetic mean of1aand1bbe5,a 2.16 If  is 02:37:15 Q28.10.1 10.2 10.2 10.23 3 3 3 3+ + + ++ is equal to 02:41:44 Q29.If254 2r 1r p,r r 1 q =   = + +   where COMPLEX NUMBER 02:46:10 Q30.If 2 x + x +1= 0, then the value of 02:52:37 Q31.Let z be the complex number satisfying | 02:58:35 Q32.Let1 i 32− + = and1 i 3, i 1. 03:04:52 Q33.Let 2 S ={zC: 4z + z = 0}. Then 2z S|z | is 03:10:20 Q34.Let S ={z : 3  | 2z − 3(1+ i) |  7} be a set 03:17:12 Q35.If3 iz , i 1,2 2= + = − then (z201 −i)8 03:20:48 Q36.Letz 6i z 8 2i 3S z C: 1and .z 2i z 03:28:05 Q37.Let z = (1+ i)(1+ 2i)(1+ 3i)(1+ ni), 03:31:45 Q38.Let z be a complex number such that | z − 03:36:56 Q39.Let A = {zC:| z − 2 |  4} and B BINOMIAL THEOREM 03:43:31 Q40.If the coefficient of x in the expansio 03:54:35 Q41.If15 15 15 15 15 150 1 1 2 12 131 04:00:31 Q42.The coefficient of 48 x in 2 3 1 04:07:29 Q43.Let r C denote the coefficient of r x in the 04:15:47 Q44.The value of100 100 10050 51 100 C 04:21:08 Q45.The sum of all possible values of n N,  04:28:16 Q46.Let1 1 1S25! 3!23! 5!21!= + + + up to 13 terms 04:33:20 Q47.Given below two statements 04:43:18 Q48.The sum of the coefficients of 4 DETERMINANT 04:47:59 Q49.If the system of equations 3x + y + 4z = 3 04:53:10 Q50.Among the statements 05:03:54 Q51.The system of linear equations MATRICES 05:10:41 Q52.For some ,R, let2A1 2 =   05:19:04 Q53.For the matrices3 4A1 1 05:25:55 Q54.If2 3A ,3 5 =  then the determi 05:29:06 Q55.Let A be a 3 3 matrix such that T A 05:41:19 Q56.IfxXzy  =  is a solution of 05:45:05 Q57.Let | A| 6, = where A is a 33 matrix. 05:53:29 Q58.Let0 2 3A 2 0 13 1 0 −  = −  −  06:00:13 Q59.The number of 32 matrices A, which 06:09:23 Q60Let P =[pij ] and ij Q =[q ] be two square 06:15:20 Q61.Let A, B and C be three 22 matrices 06:21:25 Q62.Let3 4A1 1 − =  − and B be two matrices s 📚 Get Author Signed Pearson Mathematics Books Series [https://upliftmaths.com] 🌐Join the UPLIFT JEE for Premium Courses Dekstop: [[https://upliftjee.com] iOS:[https://apps.apple.com/us/app/uplift-...] Android: [https://play.google.com/store/apps/de...] 📢 WhatsApp Community for Free Materials: [https://whatsapp.com/channel/0029Va5q...] 🔷 Telegram for Doubts/Challenges/Notes: [https://telegram.me/omsir] 📸Instagram [https://instagram/sharmaa.om] ✅✈️🔖 📌