The histogram representing the data is likely to have a right-skewed or positively skewed shape, as there are more frequencies in the higher grade ranges (especially the 85-94 range) compared to the lower grades. The range of the data can be calculated by subtracting the lowest grade (50) from the highest grade (100), resulting in a range of 50.
Grades 50 through 64 frequency 2 grade 65 through 74 frequency 4 grade 75 through 80 frequency 1 grades 81 through 85 frequency 5 grades 85 through 94 frequency 8 grades 95 through 100 frequency 6 the table represents the data in a histogram in one to two sentences describe the shape of the data and find the range of the data
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