The histogram's best summary is option (D), "there are a total of 12 snacks with the same amount of sugar."
While bar charts show categorical variables, histograms show quantitative or numerical data.
The majority of the time, a histogram's numerical data will be continuous (having infinite values).
It would be ridiculous to try and show all possible values of a continuous variable along an axis.
So, the y-axis displays the number of snacks.
The x-axis displays how much sugar is in each snack.
The histogram's first column reveals that 2 snacks each contain between 220 and 224 mg of sugar.
The second column reveals that around 3 snacks have 224–228 mg of sugar.
The third column reveals that 8 snacks range in sugar content from 228 to 232 mg.
Twelve snacks are identified in the fourth column as having between 232 and 236 mg of sugar.
Twelve snacks are identified in the fourth column as having between 232 and 236 mg of sugar.
The fifth column reveals that 11 snacks range in sugar content from 236 to 240 mg.
Three snacks are shown to contain between 240 and 244 mg of sugar in the sixth column.
According to the seventh column, 2 snacks contain 244–248 mg of sugar.
The total number of observations is 41 nibbles, or 2+3+8+12+11+3+2.
So, the best statement that describes the histogram is "The most snacks with the same quantity of sugar are 12 in total."
Therefore, the histogram's best summary is option (D), "there are a total of 12 snacks with the same amount of sugar."
Know more about a histogram here:
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Complete question:
Data were collected for a sample of organic snacks. The amount of sugar (in mg) in each snack is summarized in the histogram below. Which statement best describes the meaning of one of the bars in the histogram?
2
4
6
8
10
12
amount of sugar (mg)
220
224
228
232
236
240
244
248
Frequency
a. 2 snacks have about 226 mg of sugar.
b. 226 snacks have 2 mg of sugar.
c. 226 snacks have between 224 and 228 mg of sugar.
d. The largest number of snacks have 12 mg of sugar
