# JSO SSC CGL TIER 2 Paper 3 : Part – 3

# JSO SSC CGL TIER 2 Paper 3 : Part – 3

**JSO SSC CGL** TIER 2 Paper 3 : Part – 3

**Q31****. The mean of a variable x having 50 observations is 45. If a new variable is defined by u=x +45, the mean of the new variable is**

(a) 45

(b) 0

(c) 90

(d) 95

**Q32**. **White dividing each entry in a data by a non zero number, a the arithmetic mean of the new data .**

(a) Is multiplied by a

(b) Does not change

(c) Is divided by a

(d) Is diminished by a

**Q33**. **The sum of deviations taken from the actual arithmetic mean is**

(a) Zero

(b) Two

(c) Negative

(d) Infinite

**Q34**. **The mean age of 40 students is 16 years and the mean age of another group of 60 students is 20 years. The mean age of all the 100 students is (in years)**

(a) 16.8

(b) 18

(c) 18.4

(d) 18.8

**Q35**. **If mean = K (3 median – mode) for asymmetrical distribution, the value of K is**

(a) 1/2

(b) -1/2

(c) 1

(d) -1

**Q36**.

**The point of intersection of two ogives, if a frequency distribution with median is 30 and the total frequency is 100, is**

(a) (35, 50)

(b) (30, 50)

(c) (40, 50)

(d) (50, 30)

**Q37.** **Which is the correct relation for a moderately asymmetrical distribution?**

(a) A.M. < G.M. < H.M.

(b) A.M. > G.M. > H.M.

(c) G.M > A.M. > H.M.

(d) G.M < A.M. < H.M

**Q38.** **If ** ** – ****50) = 0 then the mean of the distribution is**

(a) 0

(b) 45

(c) 40

(d) 50

**Q39**. **In a distribution, the values of observations are 1,2……, 10 with frequencies 1,2,…..,10, then the mean of the distribution is**

(a) 7

(b) 5

(c) 6

(d) 4

**Q40.** **Mean of 25 observations was found to be 78.4. but later it was found that 96 was misread as 69. The correct mean is**

(a) 78.48

(b) 76.98

(c) 79.48

(d) 77.58

**Q41**.

**The most obvious measure to describe the characteristic of data is**

(a) Mean

(b) Mode

(c) Median

(d) Standard deviation

**Q42**. **The number 4 and 9 have frequencies x and (x-1) respectively. If their A.M. is 6, then x is equal to**

(a) 2

(b) 3

(c) 4

(d) 5

**Q43.** **A variable takes 11 values which are arranged in ascending order of magnitude. It was found that the 4 ^{th}, 6^{th} and 8^{th} observations are 8,6 and 4 respectively. The median of the distribution is **

(a) 4

(b) 6

(c) 8

(d) 10

**Q44**. **For the number 3,1,2,4,5,3,3, which one of the following is correct?**

(a) Mean = Mode = 3 and Median = 4

(b) Mean= Median = Mode = 3

(c) Mean = Median = 3 and Mode = 5

(d) Mean = 3, Median = 4, Mode = 5

**Q45**. **The mean grade of a section of 20 students is 66% and that of another section of 15 students is 70%. The combined mean grade is**

(a) 66.7%

(b) 67.7%

(c) 68.7%

(d) 69.7%

**SOLUTIONS:**

Sr. No. |
Ans |

1 | C |

2 | C |

3 | A |

4 | C |

5 | A |

6 | B |

7 | B |

8 | D |

9 | A |

10 | C |

11 | A |

12 | B |

13 | B |

14 | B |

15 | B |

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