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High School Student Dropout Statistics

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Although most high school students graduate within the United States, some millions do not, resulting in a weaker job market and lower pay for these individuals and a dropout number that has fluctuated over the years. Data has shown most of these dropouts are Hispanic (United States Census Bureau) and the median pay of high school and college graduates is significantly more than that of high school dropouts (United States Census Bureau.) It is important steps are taken now to prevent high-school students from dropping out, such as using the solution-focused principles and techniques program because, while data has shown various ethnicities drop out of high school in all states, all of these individuals are limited in their career options. It …show more content…
To find the mean, the individuals who gathered this data had to add all the numbers together in a group and then divide the number by how many numbers there are total. In this instance, the grouped frequency distribution, which is how often a variable occurs a certain way in each interval, is 18,212 for intervals of two. This means this is how often the variable occurs in each interval and how often they take on a specific form. As the data shows, this educational epidemic is vast and does not …show more content…
The mean of these values on the stemplot can be found by adding the numbers together and then using the amount of numbers in division form. For example, 4.0+4.1+4.5+5.0+5.0+5.1+5.8+5.9+6.1+6.7=52.2. This number can then be divided by how many numbers there are total, 10, which means 52.2/10 is 5.22. The median is the data in the center, which can be found by arranging the numbers in order from least to greatest. In this case, the median is between 5 and 5.1%. The mode is the number that has the most frequency, or 5%. Range is when you subtract the lowest and highest numbers, so 6.7-4 is

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