B Circle Graphs (or Pie Graphs) depict relative amounts to a whole. The area of each sector is proportionalto the percentage that it represents. A frequency table is given for the number of students enrolled in eachmajor in the Math/CS/Physics Department at Capital University during the 2021-2022 school year.A) Fill in the chart to find the size of the central angle of each sector of the pie graph shown.Major Computer Math or EngineeringTotalScience Integrated (CS orMath)1317+ 10 x 100079≈ 16%FrequencyPercent(Round toWholeNumber)CentralAngle(Round toWholeNumber)4949106≈ 62%=Xча79 × 360ĩ 22 30Math1717x 10022%1779x360≈ 78⁰x 360~ 59⁰7925 = (лr²) to solve for r, and round r to thenearest whole numberMajor Computer Math orScienceIntegratedMath100%360⁰Florence Nightingale was not only a nurse, but also a statistician. She used adifferent kind of pie graph called a Polar Area Diagram. In a Polar AreaDiagram, all the central angles are the same size, but the radius of each sectoris different so that all pieces have the correct percent of the area.Example: If a category makes up 25% of the total, thenthe area of this sector should be 25% of 100 = 25. So, use120⁰360⁰B) For the data above, figure out what the radius should be for each majorand then draw the polar area graph accordingly. (Note that since thereare 3 categories here, each sector should have a central angle of 360°/3120°.) To simplify the calculations, let the total area of the circle be100. Be sure to show your work.RadiusLength(Roundto WholeNumber)C) Shade and label the given graph.Enrollment by Major, Fall 2021N=79EngineeringEngineering(CS or Math)Math orIntegratedMathCauses of mortality in the army in the eastApril 1854 to March 1855JulyMarch 1855FebruarynonbattlebattleMayComputerScienceJuneDecemberAugustSeptemberOctoberNovemberJanuary 1855Based on Florence Nightingale's "Notes on Matters Affecting the Health,Efficiency and Hospital Administration of the British Army," 1858.

Note:- As per your reqiest i am solving part B from given sub parts.

orence Nightingale was not only a nurse, but also a statistician. She used a fferent kind of pie graph called a Polar Area Diagram. In a Polar Area agram, all the central angles are the same size, but the radius of each sector different so that all pieces have the correct percent of the area. B) For the data above, figure out what the radius should be for each major and then draw the polar area graph accordingly. (Note that since there are 3 categories here, each sector should have a central angle of 360°/3 120°.) To simplify the calculations, let the total area of the circle be 100. Be sure to show your work. = Example: If a category makes up 25% of the total, then the area of this sector should be 25% of 100 = 25. So, use 120⁰ 25= (nr²) to solve for r, and round r to the 360⁰ nearest whole number February nonbattle battle May 1854 June July December August September November January 1855 Based on Florence Nightingale's "Notes on Matters Affecting the Health, Efficiency and Hospital Administration of the British Army, 1858.

orence Nightingale was not only a nurse, but also a statistician. She used a fferent kind of pie graph called a Polar Area Diagram. In a Polar Area agram, all the central angles are the same size, but the radius of each sector different so that all pieces have the correct percent of the area. B) For the data above, figure out what the radius should be for each major and then draw the polar area graph accordingly. (Note that since there are 3 categories here, each sector should have a central angle of 360°/3 120°.) To simplify the calculations, let the total area of the circle be 100. Be sure to show your work. = Example: If a category makes up 25% of the total, then the area of this sector should be 25% of 100 = 25. So, use 120⁰ 25= (nr²) to solve for r, and round r to the 360⁰ nearest whole number February nonbattle battle May 1854 June July December August September November January 1855 Based on Florence Nightingale's "Notes on Matters Affecting the Health, Efficiency and Hospital Administration of the British Army, 1858.

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

See similar textbooks