APPENDIX V TWO-YEAR COLLEGE SURVEY

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APPENDIX V TWO-YEAR COLLEGE SURVEY GENERAL INSTRUCTIONS Coferece Board of the Mathematical Scieces SURVEY OF PROGRAMS i MATHEMATICS AND COMPUTER SCIENCE i TWO-YEAR COLLEGES 1990 This questioaire should be completed by the perso who is directly i charge of the mathematics program at your istitutio. You are asked to report o ALL the courses ad faculty i your istitutio which fall uder the geeral headig of the mathematical or computer scieces. For some colleges this may ivolve courses ad faculty i statistics, applied mathematics ad computer sciece that are mathematical i ature, but are taught outside the mathematics departmet. If your istitutio does ot have a departmetal or divisioal structure, cosider the group of all mathematics ad computer sciece professors to be the "mathematics departmet" for the purpose of this questioaire. Questio 3 below refers to courses taught i the "mathematics departmet" as explaied above. Questio 4 refers to mathematics ad/or computer sciece courses taught outside the "mathematics departmet". Please iclude data o part-time ad eveig studets ad faculty as well as data o occupatioal ad termial programs. Iclude o-credit ad remedial courses. Do NOT, however, iclude data cocerig campuses jurisdictioally separate from yours, if such exist. If you have ay questios, please call Moica Foulkes at 1-800-321-4267. Please retur your completed questioaire by vember 1,1990, to: CBMS Survey Att: Moica Foulkes America Mathematical Society PO Box 6248 Providece, Rl 02940-6248 1- A. Name of your istitutio: ot write i If this two-year istitutio is part of a larger orgaizatio, idetify this relatioship: B. Your academic caledar is: I I Semester Trimester Quarter 4-1-4 (specify) 2. How is the mathematics program admiistered at your istitutio? I ' I I Mathematics departmet I Mathematics ad Computer Sciece ' departmet I Mathematics ad Sciece departmet I or divisio departmet structure (specify): 165

166 1990 UNDERGRADUATE PROGRAMS SURVEY 3. Courses i the Mathematical ad Computer Scieces offered by your mathematics departmet i the Fall 1990. Istructios for questio 3: A. The courses i colum (1) i the followig table are listed with typical course titles (which may ot ecessarily coicide with the titles you use). Additioal spaces (36 ad 37) are provided to permit you to write iames of courses which do ot fit reasoably uder some listed title. Please use your best judgmet as to how courses should be listed. For the purpose of this survey, cosider as a sigle course istructio i a particular area of mathematics which you offer as a sequece of two or more parts (e.g., calculus). B. For each course i colum (1) that is offered durig fall 1990, write i colum (2) the total umber of studets who erolled i the course i the fall term of 1990. If a course is ot beig taught i the fall of 1990, eter "0" (zero) i colum (2). C. I colum (3) give the total umber of sectios of the course i fall 1990. D. I colum (4) give the total umber of sectios of this course taught by faculty teachig part-time i your departmet. E. I colum (5) give the total umber of sectios of this course for which a had calculator is recommeded. F. I colum (6) give the total umber of sectios of this course i which computer homework assigmets are regularly give. G. Courses 17 through 37 cotai a additioal colum cocerig availability of the course. NOTE: There should be etries i each of colums (2) through (6), as well as colum (7) for courses 17 through 37. Name of Course (or equivalet) (1) Total Number of Studets Erolled Fall 1990 (2) Total Sectios (3) sectios taught by part-time faculty (4). of sectios i which had calculators are recommeded (5). of sect, i which computer assigmets are regularly give (6) ot write i 1. Arithmetic 2. Geeral Mathematics (basic skills, operatios) 3. Pre-algebra 4. Elemetary Algebra (high school) 5. Itermediate Algebra (high school) 6. High School Geometry 7. College Algebra 8. Trigoometry 9. College Algebra ad Trigoometry, combied 10. Precalculus/Elemetary Fuctios 1 1. Aalytic Geometry 12. Maistream* Calculus I (math, physics, sci & egieerig). of Sectios which assig group projects (7). of Sectios which iclude writig compoets (8) 13. Maistream* Calculus II (math, physics, sci & egieerig) 14. Maistream* Calculus III (math, physics, sci & egieerig) 15. Maistream Calculus I (biological, sociological & maagemet scieces) 16. Maistream Calculus II (biological, sociological & maagemet scieces) * A calculus course is maistream if it leads to the usual upper divisio mathematical sciece courses.

TWO-YEAR COLLEGE SURVEY 167 3. Courses i the Mathematical ad Computer Scieces offered by your mathematics departmet i the Fall 1990 (Cotd.) Name of Course (or equivalet) (1) 17. Differetial Equatios 18. Liear Algebra 19. Discrete Mathematics 20. Fiite Mathematics 21. Mathematics for Liberal Arts 22. Busiess Mathematics (icludig Itroductio to Calculus) 23. Mathematics for Elemetary School Teachers 24. Elemetary Statistics 25. Probability (ad Statistics) 26. Techical Mathematics 27. Techical Mathematics (Calculus level) 28. Use of Had Calculators 29. Computers ad Society 30. Data Processig, Elemetary or Advaced 31. Elemetary Programmig (BASIC, Fortra, Pascal, Cobol) 32. Advaced Programmig 33. Database Maagemet 34. Assembly Laguage Programmig 35. Data Structures 36. Computer Sciece Courses 37. Mathematics Courses Total Studets Erolled (2) Total Sectios (3) sectios taught by part-time faculty (4). of sectios i which had calculators are recommeded (5). of sect, If ot offered i i which fall 1990, was it computer offered i assigmets 1989-90 or is it are regularly scheduled for give sprig 1991? (6) (7) ot write i

168 1990 UNDERGRADUATE PROGRAMS SURVEY 4. Outside Erollmets - Fall 1990. This questio idetifies courses i mathematics or computer sciece taught i divisios or departmets of your istitutio, icludig uits cocered primarily with remedial mathematics, OTHER THAN that divisio or departmet havig primary resposibility for mathematics. Eter i the relevat boxes a estimate of the total course erollmets for fall 1990. Please cosult schedules to give good estimates of umbers of erollmets. Please eter "0" (zero) i each box for which there are o courses give. Erollmet i courses give by divisio specializig i: 1. Arithmetic Course 2. Elemetary Algebra (high school) 3. Itermediate Algebra (high school) 4. College Algebra Natural Scieces Occupatioal Programs Busiess Social Scieces Please do ot write i this space 5. Trigoometry or Precalculus College Math. 6. Calculus or Differetial Equatios 7. Busiess Mathematics 8. Statistics/Probability 9. Computer Sciece & Programmig 10. Data Processig 1 1. Techical Mathematics 12. 5. Mathematics Faculty. A. FULL-TIME FACULTY: Idicate i the table below the umbers of your full-time mathematical ad computer scieces faculty members teachig courses reported i questio 3 above, accordig to their highest degrees ad subject fields i which these were eared: ^^^^^^^ Subject I Highest^^^-^^Field Mathematics Degree "^- -^^^ Ph.D. Ed.D. Dr. Arts Master's degree, plus 1 year Master's degree Master's degree (special program) e.g., MAT, MST Bachelor's degree I Statistics I Computer Sciece I Mathematics Educatio I aother field TOTAL NUMBER OF FULL-TIME FACULTY:

TWO-YEAR COLLEGE SURVEY 169 5. Mathematics Faculty (Cotd.) B. What is the expected (or typical) weekly teachig load i classroom cotact hours for members of your full-time faculty? ot write i C. How may of your full-time faculty teach extra hours for extra pay? D. What is the average overload (i cotact hours) for those faculty? E. PART-TIME FACULTY: I the table below, idicate the umbers of your faculty who teach part-time i your departmet by highest degrees ad subject fields. ^--^.^^ Subject I Highest ^-^^^^ Field Mathematics Degree ^^^^^^^ Ph.D. Ed.D. Dr. Arts Master's degree, plus 1 year Master's degree Master's degree (special program) e.g., MAT, MST Bachelor's degree I Statistics I Computer Sciece I Mathematics Educatio I aother field TOTAL NUMBER OF PART-TIME FACULTY: F. What is the average weekly teachig load i cotact hours of part-time faculty? G. Of your part-time faculty reported i 5.E, how may are: High School a Aother Two-year College Employed Full-time i b Aother Departmet of your ow College C Four-year College d Idustry or e Graduate Studets t t Graduate Studets & t Employed Full-time Aywhere g Total Part-time Faculty t 6. Computer Access ad Usage NOTE: You should have t = a + b + c + d + e + f + g = the umber reported i 5.E A. How may persoal computers, termials ad workstatios are available for use of mathematics studets i a mathematics lab? B. How may persoal computers, termials ad workstatios are available for use of mathematics studets i other locatios o campus? C. How may persoal computers, termials ad workstatios are available for the exclusive use of mathematics faculty? D. How may persoal computers, termials ad workstatios are available for use i mathematics classrooms?

170 1990 UNDERGRADUATE PROGRAMS SURVEY 6. Computer Access ad Usage (Cotd.) E. I a typical week, how may of your full-time faculty: ot write i i. use a computer for classroom demostratios? ii. assig homework requirig use of a computer? iii. use a computer to costruct tests or homework assigmets? iv. use a computer algebra system? 7. Istructioal Formats. Please idicate the extet to which the followig formats are employed at your istitutio. Place a check i the appropriate colum. 1. Stadard lecture - recitatio system (Class size uder 40) 2. Large lecture classes (over 40) with recitatio sectios Is ot beig used Is used by some faculty Is used by most faculty 3. Large lecture classes (over 40) with o recitatio 4. Orgaized program of idepedet study 5. Courses by televisio (closed circuit or broadcast) 6. Courses by film 7. Courses by programmed istructio 8. (CAI) Courses by computer-assisted istructio 9. Modules 10. Audio-tutorial 1 1. (PSI) Persoalized Systems of Istructio 12. 8. Services for Studets. A. MATH LABS i. Does your istitutio operate a math lab or tutorial ceter? ii. Was your lab established after 1985? iii. Persoel of the math lab iclude (check all relevat categories): Full-time members of the mathematics staff Part-time members of the mathematics staff Studets Members of aother departmet Paraprofessioals

TWO-YEAR COLLEGE SURVEY 171 8. Services for Studets (Cotd.) B. OTHER STUDENT SERVICES Below is a list of services which might be available to your mathematics majors or )r more me>re geerally to studets takig mathematics courses. Please check YES or NO for each item. i. Hoors sectios ii. Active mathematics club ot write i this space iii. A program of social activities for mathematics majors ad faculty iv. Regularly offer opportuities for studets to compete i math cotests v. Madatory placemet exams vi. Advisory placemet exams vii. Special lectures/colloquia for studets C. NUMBER OF MATHEMATICS MAJORS Please idicate the umber of mathematics majors: 9. Faculty Employmet ad Mobility. A. How may of your full-time faculty members were ewly appoited o a full-time basis this year? Of this umber, durig the previous year 1989-90, how may were: (Math) (Math Ed) i. erolled i graduate school ii. teachig i a 4-year college or uiversity iii. teachig i aother 2-year istitutio iv. teachig i a secodary school v. employed by you part-time vi. employed ioacademic positio vii. otherwise occupied or ukow B. How may of your ew appoitmets had previously taught i your departmet o either a part-time or a full-time basis? C. Of the full-time faculty i 1989-90 who are o loger part of your full-time faculty, how may: (Math) (Math Ed) i. died, or retired ii. are teachig i a 4-year college or uiv. iii. are teachig i a 2-year istitutio iv. left for a oacademic positio v. retured to graduate school vi. left for secodary school teachig vii. are otherwise occupied or ukow

172 1990 UNDERGRADUATE PROGRAMS SURVEY 10. Age, Sex ad Ethic Group of Full-time Faculty. Record the umber of full-time faculty members i each category: Uder 30 (Bor after 1960) 30-34 (Bor 1956-60) 35-39 (Bor 1951-55) 40-44 (Bor 1946-50) AGE 45-49 (Bor 1941-45) 50-54 (Bor 1936-40) 55-59 (Bor 1931-35) 60 ad over (Bor before 1931) Please do ot write i this space Bachelor's Master's Doctor's Me Wome America Idia/Alaskaative Asia/Pacific Islader Black (ot of Hispaic origi) Mexica America, Puerto Rica or other Hispaic White (ot of Hispaic origi) 11. Professioal Activities Estimate the umber of full-time members of your departmet who, i the past year, A. atteded at least oe professioal meetig B. took additioal mathematics or computer sciece courses B C. atteded miicourses or short courses C D. gave talks at professioal meetigs D E. regularly read articles i professioal jourals E F. wrote expository ad/or popular articles F G. published research articles G H. wrote textbooks H 12. Problems of the 90's. Below are some cocers cited by may departmets. Please rate each of the cocers give below by placig a check i the appropriate box. A. Losig full-time faculty to idustry/govermet B. Maitaiig vitality of faculty C. Advacig age of teured faculty D. Lack of experieced seior faculty E. Staffig computer sciece courses F. The eed to use temporary faculty for istructio G. Salary levels/patters H. Class size Mior or o Somewhat of a D Major A B c o E F G H

TWO-YEAR COLLEGE SURVEY 173 12. Problems of the 90's (Cotd.) Please rate by checkig the appropriate box. I. Studet motivatio J. Remediatio Mior or o Somewhat of a Major Please do ot write i this space K. Library: holdigs, access, etc. L Departmetal support sources (travel fuds, staff, secretary, etc.) M. Computer facilities for faculty use N. Upgradig/maiteace of computer facilities O. Computer facilities for classroom use N P. Office/lab facilities Q. Classroom/lab facilities R. Coordiatig ad/or developig mathematics courses for vocatioal/techical programs S. Coordiatig mathematics courses with high schools T. Coordiatig mathematics courses with 4-year colleges ad uiversities U. Lack of curricular flexibility because of trasfer requiremets V., specify: ' '!! G T u v Iformatio supplied by: Title: Academic field: Address: Telephoe: Extesio 1. How log have you bee i charge of the mathematics program? 2. Is the chairmaship rotatig? If yes, what is the frequecy of rotatio? 3. If you have foud ay of the above questios difficult to iterpret or to aswer, let us kow. We welcome commets or suggestios for future surveys. Please retur completed questioaire by vember 1,1990, to: America Mathematical Society, Att: M. Foulkes, P.O. Box 6248, Providece, Rl 02940-6248 Thaks to all who helped i completig this survey; we appreciate the time spet. o C