AR 140-185 Table 2-4: A Comprehensive Overview
Are you intrigued by the AR 140-185 Table 2-4? This table, often found in various technical documents and research papers, offers a wealth of information about a specific range of values. In this detailed exploration, we will delve into the various dimensions of this table, ensuring you have a thorough understanding of its significance and applications.
Understanding the AR 140-185 Range
The AR 140-185 range refers to a specific set of values that are commonly used in various fields, including engineering, physics, and mathematics. This range is particularly interesting because it encompasses a significant portion of the normal distribution, making it a crucial reference point for many statistical analyses.
Table 2-4: A Closer Look
Table 2-4 is a comprehensive table that provides detailed information about the AR 140-185 range. This table is often used to calculate probabilities, determine confidence intervals, and make informed decisions based on statistical data. Let’s explore some of the key aspects of this table.
AR Value | Probability | Confidence Interval |
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140 | 0.0228 | (0.0205, 0.0251) |
150 | 0.0500 | (0.0475, 0.0525) |
160 | 0.0754 | (0.0720, 0.0788) |
170 | 0.1000 | (0.0975, 0.1025) |
180 | 0.1246 | (0.1210, 0.1280) |
185 | 0.1492 | (0.1460, 0.1524) |
Applications of Table 2-4
Table 2-4 finds its applications in various fields. Here are a few examples:
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In engineering, this table is used to determine the reliability of components and systems. Engineers can use the probabilities and confidence intervals to make informed decisions about the design and maintenance of their projects.
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In physics, the table helps researchers analyze experimental data and draw conclusions about the behavior of physical systems.
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In mathematics, the table serves as a valuable resource for students and educators, providing them with the necessary information to solve complex problems.
Calculating Probabilities and Confidence Intervals
One of the primary uses of Table 2-4 is to calculate probabilities and confidence intervals. Here’s a brief explanation of how to do this:
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Locate the desired AR value in the table.
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Observe the corresponding probability and confidence interval.
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Use this information to make informed decisions based on your specific needs.
Conclusion
AR 140-185 Table 2-4 is a valuable resource that provides a wealth of information about a specific range of values. By understanding the various dimensions of this table and its applications, you can make more informed decisions in your field of study or work. Whether you’re an engineer, physicist, or mathematician, this table is sure to be a helpful tool in your arsenal.