Descriptive Statistics: Using the Data on The National Cancer Institute Calculate the Descriptive Statistics
Using the Data on The National Cancer Institute Calculate the Descriptive Statistics: Using the data on the “National Cancer Institute Data” Excel spreadsheet, calculate the descriptive statistics indicated below for each of the Race/Ethnicity groups. Refer to your textbook and the Topic Materials, as needed, for assistance in with creating Excel formulas…
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Using the Data on The National Cancer Institute Calculate the Descriptive Statistics
Paper details
Using the data on the “National Cancer Institute Data” Excel spreadsheet, calculate the descriptive statistics indicated below for each of the Race/Ethnicity groups. Refer to your textbook and the Topic Materials, as needed, for assistance in with creating Excel formulas.
Provide the following descriptive statistics:
- Measures of Central Tendency: Mean, Median, and Mode
- Measures of Variation: Variance, Standard Deviation, and Range (a formula is not needed for Range).
- Once the data is calculated, provide a 150-250 word analysis of the descriptive statistics on the spreadsheet. This should include differences and health outcomes between groups.
APA style is not required, but solid academic writing is expected.
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Solution
““National Cancer Institute” Data Analysis
Measures of central tendencies are single values, which try to describe a data set by identifying the central position within the data set (Lane et al., 2017). They summarize the given data. The mode, mean, and median are all valid measures of central tendency. However, under different conditions, some measures become more useful to use than others (Lane et al., 2017). On the other hand, measures of variation are numerical values that indicate the variability inherent in a set of data measurements. The most common measures of variation are the range, variance, and standard distribution (Lane et al., 2017).
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From the given data, both measures of central tendencies and variations have been calculated. The means of the American Indians, Asians, Blacks, and Hispanics who have cancer are 432,800, 385,100, 700,700, 314,900, and 627,300, respectively. From the data, Blacks (including Hispanics) registered higher cases of cancer. Studies suggest that this could be a result of genetic and social factors (O’Keefe et al., 2015).
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It has been found that about 18 percent of Blacks under the age of 65 lack health insurance, and 16 percent of 18 years and above do not have access to regular health care (O’Keefe et al., 2015). Again, Blacks registered the highest number of cancer cases. This was further supported by the high standard deviation registered by the Blacks (including Hispanics) (454,300). The lowest case is registered by the Asians (385,100).
References
- Lane, D. M., Scott, D., Hebl, M., Guerra, R., Osherson, D., & Zimmer, H. (2017). An Introduction to Statistics. Rice University.
- O’Keefe, S. J., Li, J. V., Lahti, L., Ou, J., Carbonero, F., Mohammed, K., … & Vipperla, K. (2015). Fat, fiber and cancer risk in African Americans and rural Africans. Nature communications, 6, 6342.
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