Question
Which of the following is a key difference between
random sampling and non-random sampling?Solution
The primary difference between random sampling and non-random sampling is that random sampling gives every individual in the population an equal probability of being selected, which helps reduce bias and ensures that the sample is representative of the population. In contrast, non-random sampling, such as convenience or judgmental sampling, does not guarantee an equal chance for all members of the population to be selected. This can lead to bias, where certain individuals or groups are overrepresented or underrepresented. Random sampling is a core technique in probability-based sampling methods, making it more reliable for making generalizations about the population. The other options are incorrect because: • Option 2 (Size of the population) is incorrect. Both types of sampling can be used in small or large populations, though random sampling is generally more reliable in large populations. • Option 3 (Cost comparison) is not true. Random sampling can be more expensive due to its complexity in implementation. • Option 4 (Reliability) is incorrect as random sampling tends to produce more reliable results due to reduced bias. • Option 5 (Accuracy) is incorrect, as non-random sampling introduces a higher risk of bias, which can compromise the accuracy of the results.

These seventh decile (D7) of data set 4, 3, 10, 9, 1 is
If moment generating function of discrete random variable X is (q + pet )n , then E(X2) equals to
For the variables X, Y and Z, rXY = 0.80, rXZ = 0.64, rY Z = 0.79 , then square of multiple correlation coefficient R2 X.Y Z is:
For the ANOVA table

the F - statistics is
A random sample of 100 ball bearings selected from a shipment of 2000 ball bearing has an average diameter of 0.354 inches with standard deviation 0.04...
For a normal distribution, which of the following is true?
Which one is not basis of classification of data.
For a distribution, mean is 40, median is 40.5 and mode is 41. The distribution is:
Five persons A, B, C, D and E occupy seats in a row at random. The probability that A and B sit next to each other is: