The video tutorial explains how to represent data using class intervals and frequency, focusing on continuous intervals. It covers drawing and labeling axes, choosing a suitable scale, and plotting data to create a histogram. The tutorial highlights the differences between histograms and bar graphs, emphasizing the use of continuous intervals in histograms. It concludes with a note on handling discontinuous intervals in future videos.

What is the purpose of the second row in the table discussed in the video?

• To display the total number of pens

• To show the number of pens sold in each price range

• To indicate the color of the pens

• To list the price range of pens

How is the continuity of class intervals maintained?

• By having overlapping intervals

• By ensuring the upper limit of one interval is the lower limit of the next

• By using the same numbers for all intervals

• By having no gaps between intervals

What is a key difference between bar graphs and histograms?

• Bar graphs are always vertical, histograms are horizontal

• Histograms are used for qualitative data, bar graphs for quantitative

• Histograms use continuous intervals, bar graphs use categories

• Bar graphs use intervals, histograms do not

What is the first step in drawing a histogram?

• Calculating the mean of the data

• Drawing the x and y axes

• Listing all data points

• Choosing a color for the bars

What scale is suggested for the y-axis when the number of pens sold ranges between 5 and 30?

• 1 cm equals 15 pens

• 1 cm equals 5 pens

• 1 cm equals 10 pens

• 1 cm equals 1 pen

How do you determine the length of the bars in a histogram?

• By the frequency of the data

• By the width of the intervals

• By the number of intervals

• By the color of the bars

What is the frequency of pens sold in the 10 to 20 rupees range?

• 15 pens

• 10 pens

• 20 pens

• 25 pens

What is the term used for bars representing continuous class intervals?

• Pie Chart

• Histogram

• Line Graph

• Bar Graph

What happens if the class intervals are discontinuous?

• The histogram becomes a bar graph

• The intervals need to be adjusted

• The intervals overlap

• The data cannot be represented

What is the significance of the upper limit in continuous intervals?

• It is always included in the interval

• It is used as the lower limit for the next interval

• It is the average of the interval

• It is the midpoint of the interval