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Sampling is a crucial method used in data analysis because it allows analysts to infer characteristics of a larger population without the need for examining every individual data point, which would be time-consuming and expensive. By selecting a representative subset of the population, it is possible to obtain insights with a reduced cost and effort while maintaining the accuracy of the analysis. Sampling also enables quicker data processing and makes it feasible to handle large datasets that would otherwise be computationally expensive or impractical to analyze entirely. Proper sampling methods, such as simple random sampling or stratified sampling, ensure that the sample is representative, reducing the risk of bias. Why Other Options Are Incorrect: • A: While sampling may reduce errors, it does not guarantee an error-free data collection process. • B: Sampling does not eliminate redundancy but rather focuses on selecting a representative subset. • C: Sampling helps in approximating the population characteristics, but it may introduce some error, so it does not guarantee more accurate results. • E: Sampling still often requires complex statistical models to ensure that the sample is representative and that the analysis is valid.
Train A running at speed of 162 km/hr crosses a platform having twice the length of train in 22 sec. Train B whose length is 760m crosses same platform ...
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Two trains, whose respective lengths are 120 metres and 180 metres, cross each other in 15 seconds when they are moving in opposite directions and in 5...
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A train after travelling 150 km meets with an accident and then proceeds at of its former speed and arrives at its destination 8 hrs late. Had the accid...