2.Assertion (A): Median is graphically located through ogive. Reason (R): median is an arithmetic average.
3.Assertion (A): Symmetrical distribution is a bell shaped curve. Reason (R): In actual life, most of the distribution is a bell shaped curve.
4.Assertion (A): Everyone who computes the mean get the same answer. Reason (R): Arithmetic mean is rigidly defined by an algebraic formula.
5.Assertion (A): A distribution can either be uni-model, bi-model or multi-modal. Reason (R): If each observation occurs the same number of times in a series, then there is no mode in the distribution.
6.Assertion (A): Weighted mean is greater than simple arithmetic mean when higher weights are given to the larger items and smaller weights are given to the smaller items in the series. Reason (R): weighted mean is less than simple arithmetic mean when smaller weights are assigned to larger items and larger weights are given to the smaller items in the series.
7.Assertion (A): More importance is given to the lowest value in the calculation of simple arithmetic mean. Reason (R): In the calculation of simple arithmetic mean, all the items of the series are given equal importance, the average so calculated is very much affected by the higher values in the series.
8.Assertion (A): Mode is the value occuring most frequently in a set of observations. Reason (R): Mode can be calculated by inspection method and grouping method in discrete series and continuous series.
9.Statement 1: Arithmetic mean is capable of further algebraic treatment. Statement 2: Arithmetic mean is a stable measure of central tendency.
10.Statement 1: Arithmetic mean is capable of algebraic treatment, therefore it is used in statistical analysis. Statement 2: Arithmetic mean is least affected by fluctuations of sample. It is because changes in the sample of a series affect the arithmetic average at the minimum.
11.Statement 1: In symmetrical distribution value of mean, median and mode are equal. Statement 2: In asymmetrical distribution the value of mean, median and mode are not equal.
12.Statement 1: Lower quartile (Q1) has 25% of the items of the distribution lesser than it and 75% of the items are greater than it. Statement 2: Upper quartile (Q3) has 75% of the item of the distribution lesser than it and 25% of the items are greater than it.
13. Statement 1: Mode is that value which occurs the maximum number of times in a series. Statement 2: Mode is a position of greater density or a point of highest concentration of value.
14.Assertion (A): Median is that positional value of the variable which divides the distribution into two equal parts. Reason (R): Median is middle item of distribution in case of odd number of items and it is average of two middle items in case of even number of items.
15.Assertion (A): Graphic location of median is done through cumulative frequency curve or ogive. Reason (R): The point of intersection of less than ogive and more than ogive gives us the value of mode.
0 Comments