Algebra (Mathematics Chapterwise Solved Papers for Teaching) (Part-10)Sequences and Series (A.P, G.P, H.P)Total Questions: 5011. The value of 5²+6²+7² + ....... + 20² is [UP PGT 2021](a) 2040(b) 2540(c) 2840(d) 3840Correct Answer: (c) 2840Solution:12. Solve the following equation? [UP TGT 2021](a) -1(b) 0(c) 1(d) 1/2Correct Answer: (a) -1Solution:13. Solve the following equation? [UP TGT 2021, UP PGT 2013](a) H.P.(b) G.P.(c) A.P.(d) None of the aboveCorrect Answer: (c) A.P.Solution:14. Solve the following equation? [UP TGT 2021](a) 2(b) 4(c) 6(d) 12Correct Answer: (c) 6Solution:15. If the nᵗʰ term of the progression 5, √5, 1,.......... is 1/3125, then the value of n is [UPPSC Ashram Paddhati 2021](a) 10(b) 11(c) 12(d) 13Correct Answer: (d) 13Solution:16. Sum of the n terms of a G.P. is S, product is P and sum of the reciprocals of the terms is R, then P²= [UKPSC Lecturer (Mains) 2020](a)(b)(c)(d)Correct Answer: (b)Solution: 17. Solve the following equation? [UKPSC Lecturer (Mains) 2020, TGT 2005](a) b+c(b) 2b+3с(c) 2b(d) cCorrect Answer: (d) cSolution:18. How many number of identical terms are there in the two Arithmetic Progression [UKPSC Lecturer (Mains) 2020]2,5,8,11, .......(60 terms) and 3,5,7.......(50 terms)?(a) 15(b) 17(c) 16(d) 18Correct Answer: (b) 17Solution:19. Solve the following equation? [Haryana PGT 2019](a) 2/5(b) 1/5(c) 3/5(d) None of theseCorrect Answer: (b) 1/5Solution: 20. Sum of the squares of first n natural numbers is: [UK SSSC LT 2020]Σn² =1²+ 2² +3² + -----+n²(a)(b)(c)(d)Correct Answer: (a)Solution:Submit Quiz« Previous12345Next »