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The frequency table shows the number of points scored during 30 Bulldogs basketball games. On a piece of paper, draw a histogram to represent the data. Then determine which answer choice matches the histogram you drew.Points scored Frequency50 – 59 460 – 69 570 – 79 980 – 89 890 – 99 4

Question

The frequency table shows the number of points scored during 30 Bulldogs basketball games. On a piece of paper, draw a histogram to represent the data. Then determine which answer choice matches the histogram you drew.Points scored Frequency50 – 59 460 – 69 570 – 79 980 – 89 890 – 99 4

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Solution

As a text-based AI, I'm unable to draw on a piece of paper. However, I can guide you on how to draw the histogram and interpret it.

  1. Draw a horizontal line (x-axis) and a vertical line (y-axis) on your paper.

  2. Label the x-axis as "Points Scored" and the y-axis as "Frequency".

  3. Along the x-axis, mark the intervals of points scored: 50-59, 60-69, 70-79, 80-89, and 90-99. Make sure these intervals are evenly spaced.

  4. Along the y-axis, mark the frequency. The highest frequency in your data is 9, so make sure your y-axis goes up to at least 9.

  5. For each interval on the x-axis, draw a bar that reaches up to the corresponding frequency on the y-axis. For example, for the interval 50-59, draw a bar that reaches up to 4 on the y-axis.

  6. Repeat step 5 for all intervals.

Once you've drawn your histogram, you should have a visual representation of the data. The interval with the highest frequency (most games with points scored in that range) will have the tallest bar. In this case, the intervals 70-79 and 80-89 should both have the tallest bars, reaching up to 9 on the y-axis. The intervals 50-59 and 90-99 should have the shortest bars, reaching up to 4 on the y-axis.

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