The Arithmetic Mean Is Highly Affected By Mcq

Average percentage problem on ages time and distance hcf and lcm logarithms discount interest ratio proportion decimal fraction and other.

The arithmetic mean is highly affected by mcq. Arithmetic mean is highly affected by extreme values. Important arithmetic aptitude mcqs questions. Basic arithmetic mcqs for the prepration of fpsc tests psc tests nts test. Value of harmonic mean depends on.

A parameter b statistic c variable d constant mcq no 3 8 the population mean µ is called. The arithmetic mean is 212 divided by four or 53. Harmonic mean gives more weightage to values. But logically both mean and average is same.

For example the mean number of children in a family is 4 3. Basic statistics mcqs basic statistics mcqs statistics mcqs statistics mcqs for the prepration of fpsc tests psc tests nts test. Majorly the mean is defined for the average of the sample whereas the average represents the sum of all the values divided by the number of values. Median of the distribution is the value of variable which divides it into four equal parts.

C both a b. Harmonic mean is the reciprocal of. Some of the most important sub categories are. D all the observations 4.

Arithmetic mean need not coincide with any of the observed values affected by extreme values not good in the case of ratios and percentages and sometimes give absurd answers. The sum is 212. A discrete variable b continuous variable c parameter d sampling unit mcq no 3 9 the arithmetic mean is highly affected by. Arithmetic mean is affected by extreme values.

Mcq no 11 if a constant value is added to every observation of data then arithmetic mean is obtained by. Median is the positional average of middle which is why we need to arrange the data before we can perform any calculation. Arithmetic ability provides you all type of quantitative and competitive aptitude mcq questions on arithmetic aptitude with easy and logical explanations. Here you will find basic statistics mcqs data sample population measure of dispersion measure.

For example find the mean of given values. A the mean has an effect on extreme scores b the median has an effect on extreme scores c extreme scores have an. Average percentage ratio etc. For example take 34 44 56 and 78.

2 3 4 5 6 6 mean 2 3 4 5 6 6 6 26 6 13 3. A subtracting the constant b adding the constant c multiplying the constant d dividing the constant mcq no 12 which of the following statements is always true.