What is the main difference between probability and non-probability sampling? *1 pointA. Probability sampling involves the need for the computation of a sample via certain equationsB. Non-probability sampling is preferred in qualitative researchC. Randomization is involved in probability samplingD. Non-probability sampling is more appropriate for interviews
Question
What is the main difference between probability and non-probability sampling? *1 pointA. Probability sampling involves the need for the computation of a sample via certain equationsB. Non-probability sampling is preferred in qualitative researchC. Randomization is involved in probability samplingD. Non-probability sampling is more appropriate for interviews
Solution
The main difference between probability and non-probability sampling lies in the method of selection.
A. Probability sampling involves the selection of elements based on chance, where each element in the population has a known, non-zero probability of being selected. This method often involves the use of randomization techniques and is preferred in quantitative research where the goal is to make statistical inferences about the population.
B. Non-probability sampling, on the other hand, does not involve random selection. Instead, elements are selected based on their accessibility or the researcher's judgment. This method is often used in qualitative research where the goal is to gain a deeper understanding of a specific group or phenomenon rather than to generalize to a larger population.
C. As mentioned, randomization is involved in probability sampling. This ensures that each element in the population has an equal chance of being selected, reducing bias and allowing for more accurate generalizations to the population.
D. Non-probability sampling may be more appropriate for interviews, especially when the researcher is trying to understand a specific group or phenomenon in depth. However, the results from non-probability samples cannot be generalized to the larger population with the same level of confidence as results from probability samples.
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