Mean, Median & Mode (Railway Maths) (Part – III)Total Questions: 5031. If mean = (3 median - mode)/p, then the value of p is: [RRB NTPC 20/01/2021 (Morning) ](a) 1/3(b) 2(c) 1/2(d) 1Correct Answer: (b) 2Solution:32. Median of 14,14, 15,17,16,17,17,22,13 is: [RRB NTPC 20/01/2021 (Evening) ](a) 16(b) 15(c) 17(d) 14Correct Answer: (a) 16Solution:13, 14, 14, 15, 16, 17, 17, 17, 22 We observe that the middle number = 16 Median = 1633. Let a set S = {1, 2, 2, 3, 3, 3, 4, 4, 4, 4}. Then the value of 4 × mean + 2 × mode − 8 × median is: [RRB NTPC 21/01/2021 (Morning)](a) 10(b) 4(c) −4(d) 14Correct Answer: (c) −4Solution:34. Find the median of the data 40, 50, 30, 20, 80, 70, 90, 50. Next, if 30 is replaced by 120, find the new median. The mean of the two medians found is ________. [RRB NTPC 25/01/2021 (Morning)](a) 55(b) 50(c) 110(d) 60Correct Answer: (a) 55Solution:35. Find the sum of mean and median of given data. 12, 10, 16, 18, 20, 26, 14, 28 [RRB NTPC 25/01/2021 (Morning)](a) 18(b) 44(c) 17(d) 35Correct Answer: (d) 35Solution:36. If the mean of x/2, x, x/3, x/4 and x/6 is 6, then value of x will be: [RRB NTPC 27/01/2021 (Morning) ](a) 4(b) 40/3(c) 2(d) 3/2Correct Answer: (b) 40/3Solution:37. In the given data if 30 is replaced by 100 then find the difference of the two medians. 80, 90, 40, 30, 20, 10, 70, 60, 50 [RRB NTPC 28/01/2021(Morning) ](a) 40(b) 10(c) 60(d) 50Correct Answer: (b) 10Solution:38. Find the mean height of the persons from the following data. [RRB NTPC 28/01/2021 (Morning) ](a) 150 cm(b) 145 cm(c) 160 cm(d) 140 cmCorrect Answer: (d) 140 cmSolution:39. If the mean of the following data is k, then find the value of k. [RRB NTPC 28/01/2021 (Evening) ](a) 4(b) 3(c) 2(d) 6Correct Answer: (a) 4Solution:40. Find the arithmetic mean of the first 15 natural numbers. [RRB NTPC 29/01/2021 (Evening) ](a) 8(b) 15(c) 16(d) 9Correct Answer: (a) 8Solution:Submit Quiz« Previous12345Next »