The table shows how children in Ivan's class travel to school. Travel to school Number of children Walk Car Bicycle Bus Ivan wants to draw a pie chart to show this information. Find the sector angle for children who walk to school. 12 7 9 4

Use Excel to construct a boxplot for the Presidential Heights data.  Select the data in the worksheet and click the Insert tab in the top menu.  Click Chart and then Box and Whisker.  Click on the boxplot, click the Design tab in the top menu, click Add Chart Element, and choose the appropriate element that allows you to add a vertical axis label.   PRESIDENT HEIGHT Washington 188 J. Adams 170 Jefferson 189 Madison 163 Monroe 183 J. Q. Adams 171 Jackson 185 Van Buren 168 Harrison 173 Polk 173 Taylor 173 Pierce 178 Buchanan 183 Lincoln 193 Grant 173 Hayes 173 Garfield 183 Cleveland 180 Harrison 168 McKinley 170 T. Roosevelt 178 Taft 182 Wilson 180 Harding 183 Coolidge 178 Hoover 182 F. Roosevelt 188 Truman 175 Eisenhower 179 J. Kennedy 183 Johnson 192 Nixon 182 Carter 177 Reagan 185 G. H. W. Bush 188 Clinton 188 G. W. Bush 183 Obama 188

Find the angle (in degrees) of the shaded portion of the circle. Just type the number of degrees, no words or symbols with it.*

FIND ALL CENTRAL ANGLES, PLEASE :)

Pls help ASAP

Many times, it is not easy or feasible to find the frequency of data from a very large dataset. So, to make sense of the data, you make your own frequency table and graphs. Using the heights of ten students in centimeters. 139, 145, 150, 145, 136, 150, 152, 144, 138, 138. Represent each data in three graphs of Presentation; A. Line Graph B. Bar Graph C. Pie Chart

In a recent election, there were six candidates and 4700 total votes. The circle graph below summarizes the votes by candidate. The central angle for the Nguyen slice is 39.6°. What percentage of the votes did Nguyen get? Do not round.

Two scatterplots are shown below. Scatterplot 1 A scatterplot has 14 points. The horizontal axis is labeled "x" and has values from 30 to 110. The vertical axis is labeled "y" and has values from 30 to 110. The points are plotted from approximately (55, 60) up and right to approximately (95, 85). The points are somewhat scattered. Scatterplot 2 A scatterplot has 10 points. The horizontal axis is labeled "x" and has values from 30 to 110. The vertical axis is labeled "y" and has values from 30 to 110. The points are plotted from approximately (55, 55) steeply up and right to approximately (70, 90), and then steeply down and right to approximately (85, 60). The points are somewhat scattered. Explain why it makes sense to use the least-squares line to summarize the relationship between x and y for one of these data sets but not the other. Scatterplot 1 seems to show a relationship between x and y, while Scatterplot 2 shows a relationship between the two variables. So it makes sense to use…

Help ASAP

These are the first-semester test scores of four nursing students taking the same class. Vaughn: 35, 64, 87, 91, 77 Harriet: 76, 82, 78, 78, 78 Robyn: 64,95,80,95, 70 Antonio75,55,88,85, 86 Which student has the greatest range in their test scores? GeoGebra Graphing Calculator a.Robyn b.Antonio c.Harriet dVaughn