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In a bar chart, unlike in a histogram, the bars do not abut. Give a possible reason for that.

Short Answer

Expert verified

The bars in a bar chart may not abut, distinguishing between a bar chart and a histogram can be challenging.

Step by step solution

01

Concept introduction

The quantity of one variable in algebraic equations is typically reliant on the position of another. If the data tuple isn't declared precisely, the variable's beginning value reflects the default value.

02

Explanation

A bar outline or visual diagram is only a chart or graph that utilizes rectangular bars with widths or length proportionate to the qualities they reflect to show unmitigated information.

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Most popular questions from this chapter

Some users of statistics prefer pie charts to bar charts because people are accustomed to having the horizontal axis of a graph show order. For example, someone "Republican" is less than "Other" because "Republican" is shown to the left of "Other" on the horizontal axis. Pie charts do not lead to such inferences. Give other advantages and disadvantages of each method.

Identify an important reason for grouping data.

Women in the Workforce. In an issue of Science (Vol. 308, No. 5721 , p. 483), D. Normile reported on a study from the Japan Statistics Bureau of the30industrialized countries in the Organization for Economic Co-operation and Development (OECD) titled "Japan Mulls Workforce Goals for Women." Following are the percentages of women in scientific workforces for a sample of 17countries. Construct a stem-and-leaf diagram for these percentages.

This exercise deals with truncated graphs.

a. What is a truncated graph?

b. Give a legitimate motive for truncating the axis of a graph.

c. If you have a legitimate motive for truncating the axis of a graph, how can you correctly obtain that objective without creating the possibility of misinterpretation?

For instance, consider the grouped days-to-maturity data given in Table 2.10(b) on page 57.

From that table, we see that the cumulative frequency of investments with a maturity period of less than 50day is 4(3+1)and, therefore, the cumulative relative frequency is0.1(4/40).

Table 2.14shows all cumulative information for the days-to-maturity data.

Cumulative information for days-to-maturity data.

a. Round each observation to the nearest year and then construct a stem-and-leaf diagram of the rounded data.

b. Truncate each observation by dropping the decimal part, and then construct a stem-and-leaf diagram of the truncated data.

c. Compare the stem-and-leaf diagrams that you obtained in parts (a) and (b).

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