2nd Year Statistics Chapter 10 Online MCQ Test for 12th Class Statistics Chapter 10 (Normal Distribution)

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ICS Part 2 Statistics Chapter 10 Online Test

00:00
Question # 1

All odd ordered moments about mean are ______ in a normal distribution.

Question # 2

In case of normal distribution maximum value of ordinate is

Question # 3

Points of inflexion of normal curve are at

Question # 4

μ - 2σ to=μ + 2σ contains approximately_______ area.

Question # 5

Second moment about mean is also called

Question # 6

If X - N (50,25), then=σ = ________.

Question # 7

Normal distribution is

Question # 8

In a normal distribution,_____= μ + 0.64745 σ

Question # 9

In normal distribution.

Question # 10

P ( | Z | > a) =

Question # 11

The point of inflection in normal distribution are _______.

Question # 12

The Quartile deviation (Q.D) of a normal distribution is_______.

Question # 13

The moment coefficient of skewness is

Question # 14

P(μ-2σ < X=< μ + 2σ)=

Question # 15

The normal distribution is a _______.

Question # 16

Question Image
Question # 17

The total area under the normal curve is________.

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ICS Part 2 Statistics Chapter 10 Online Test MCQ's

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ICS Part II Statistics Chapter 0 Important MCQ's

Sr.# Question Answer
1 Normal distribution is
A. unimodal
B. bimodal
C. trimodal
D. multimodal
2 The Quartile deviation (Q.D) of a normal distribution is_______.
A. 4/5 σ
B. 5/4 σ
C. 2/3 σ
D. None of these
3 The total area under the normal curve is________.
A. Zero
B. Equal
C. Unity
D. True
4 In a normal distribution,_____= μ + 0.64745 σ
A. Q1
B. Q3
C. μ
D. σ
5 The moment Coefficient of kurtosis is
A. β1
B. β2
C. Zero
D. m2
6 In case of normal distribution maximum value of ordinate is
A. μ
B. Zero
7 For normal distribution mean always lies between.
A. Median and mode
B. Median and Q1
C. Median and Q3
D. None of these
8 P(μ-2σ < X=< μ + 2σ)=
A. 0.6827
B. 0.9545
C. 0.9973
D. 0.9827
9 The normal distribution is --------------------distribution.
A. positively skewed
B. negatively skewed
C. symmetrical
D. peaked
10 In case of symmetrical distribution
A. μ1 = μ2 = μ3 = μ4
B. β1 = β2
C. P1 < P2

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  • Imam Sani

    Imam Sani

    25 Feb 2019

    answer questions ka test bhi provide kary chapter vise

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  • waseem

    waseem

    22 Dec 2018

    notes

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  • waseem

    waseem

    22 Dec 2018

    notes

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  • usman ali

    usman ali

    19 May 2017

    kya kesi kay pass paper ki new scheme hay???

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  • usman ali

    usman ali

    19 May 2017

    hi guy'Z!

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