Question

A college student would like to investigate the prices of sandwiches offered near the campus. A sample of 50 shops that sell sandwiches near the campus was taken and the price they charge for a large sandwich was recorded. The results are displayed in the cumulative relative frequency histogram below.
A histogram titled Large sandwich prices has price (dollars) on the x-axis, and cumulative relative frequency on the y-axis. 8 to 9, 5 percent; 9 to 10, 41 percent; 10 to 11, 62 percent; 11 to 12, 80 percent; 12 to 13, 95 percent; 13 to 14, 100 percent.

Which is a correct statement regarding sandwich prices, based on the histogram?

The distribution of sandwich prices is skewed left.
The interval from $9 to $10 contains the largest number of sandwich prices.
About 62 percent of sandwich shops sell their large sandwich for between $10 and $11.
More sandwich shops sell a large sandwich for $12 to $13 dollars than for $10 to $11.

Answer 1

The interval from $9 to $10 contains the largest number of sandwich prices. Option B

Which is a correct statement regarding sandwich prices, based on the histogram?

Generally, A graph known as a histogram displays the frequency of occurrence of numerical data via the use of rectangles. The frequency of a variable's distribution is shown by its position along the vertical axis, which is the height of a rectangle (the amount, or how often that variable appears).

In conclusion, The greatest number of sandwich costs may be found in the range from $9 to $10. Alternative B

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