Shortcut method for calculating mean deviation about mean - class-X
Description: shortcut method for calculating mean deviation about mean | |
Number of Questions: 25 | |
Created by: Naresh Verma | |
Tags: business maths measures of dispersion statistics statistics and probability basic statistics for economics economics business economics and quantitative methods maths measures of dispersion and skewness descriptive statistics and probability |
The median of the following observations is
$10, 8, -9, -12, 15, 0, 23, -3, -2, 13, -24, 28, 35, 42$
When all the observations are same, the relation between A.M., G.M and H.M is _________.
A frequency distribution having two modes is said to be ________.
Geometric mean of two observations can be calculated only if ________.
For further algebraic treatment geometric mean is _______.
Extreme value have no effect on _______.
If modal value is not clear in a distribution, it can be ascertained by the method of ________.
For further algebraic treatment harmonic mean is ______.
Harmonic mean gives more weight age to _______.
Mean deviation of $7,10,10,15,10,8,8,7,3,2,10$ through mean is
If a constant value $40$ is subtracted from each observation of a set, the mean of the set is __________.
The mode of the following observations is $10, 19, 22, 16, 15, 18, 20, 18, 14, 18, 23$
The second quartile of the following observations is
$10, 19, 22, 16, 15, 18, 20, 18, 14, 18, 23$.
If Md, Q, D and P Stands for median, quartile, decile and percentile respectively, then which of the following relation between them is true?
Which of the following relation is true between $3^{rd}$ decile and $30^{th}$ percentile?
The A.M of two numbers is $6.5$ and their G.M is $6$. The two numbers are _____.
If the two observations are $10$ and $-10$, their arithmetic mean is _____.
The average of n natural numbers is _______.
Mode is that value in a frequency distribution which possesses __________.
In a discrete series having $(2n+1)$ observations, median is ______.
The average runs of a cricketer in four innings is $32$. How many runs he should score in the fifth inning so that his averages score becomes $50$ runs?
In a moderately skewed distribution the arithmetic mean is $10$ units and the mode is $7$ units, the median is ______.
The mean annual salary of all employees in a company is Rs$25,000$. The mean salaries of male and female employees are Rs$27,000$ and $Rs17,000$ respectively, the percentage of males and females employees by the company is _______.
In distribution $25\%$ of the observations are less than $46$ and $25\%$ of the observations are more than $54$. The quartile deviation of the distribution is _______.
Probability is expressed as _______.