ࡱ> QSPE bjbj 0Jhj ihj i>>>>><R$:::::$w"zB>>>::>:>:$:dz+<m0D,"A"p,">lEBB"X : Capital Scholars Honors Program Advising Guide for Mathematical Science Majors 2023-2024 Recommended Course Schedule Year 1: Fall SemesterHoursSpring SemesterHoursCAP 111: Honors Composition 3 CAP 115: Interdisciplinary Writing3CAP 122: Who Am I? 3CAP 123: How Do You Know? 3CAP 141: Environmental Biology & Chemistry 14CAP 142: Environmental Biology & Chemistry II4 CAP 102: Introduction to Honors2Social/ Behavioral Science3MAT 115: Calculus I 4MAT 116: Calculus II4 Total16 Total17 Year 2: Fall SemesterHoursSpring SemesterHoursCAP 225: What Is Good?3CAP 226: What Is Power? 3MAT 217: Calculus III4CSC 225: Computer Science I (Not required but highly recommend)3MAT 332: Linear Algebra4Honors Global Awareness 3-4Visual/Creative/Performing Arts Requirement3Com 112: Oral Communication3CAP 25x/35x: Global Issues  3MAT 415: Advanced Calculus4Total17Total16-17 Honors Global Awareness Requirement will be completed your junior/senior year. CAP 402: Senior Seminar (1 credit hour) fall semester of senior year. ECCE (Engaged Citizenship Common Experience) 10 HoursCAP Courses That Count Towards ECCEU.S. Communities (3 hrs)Global Awareness (3 hrs) CAP 25x/35x: Global IssuesEngagement Experience (3 hrs) CAP 371: Peer Mentoring/ CAP 361: Peer TutoringSpeakers Series (1 hr) Students complete ECCE requirements in at least 2 of the 3 ECCE categories-U.S. Communities, Global Awareness, Engagement Experience (per CAP and major requirements)-in addition to Speakers Series- 10 Hours. Remaining Math courses for junior/senior year MAT 330 Entrance Assessment (taken during Fall semester Junior year) MAT 431 Mathematical Statistics I (taken during Fall semester Junior year) MAT 444 Operations Research Methods (taken during Spring semester Junior year) MAT 491 Exit Assessment (taken during Spring semester Senior year) MAT Electives (need four of them; course number > 330) Updated 5/17/21  GORSWXYZvx      0 2 3 ÷wlaalwlh h)CJaJh hcz[CJaJh hKCJaJh huTCJaJh h)5CJaJh<"5CJaJh huT5CJaJh 5CJaJh hcz[5CJaJh huT5CJ\aJhJq5CJ\ hq5\ hJq5\ hywc5\ h 5\hfh 5\& OYZv $$Ifa$gdcz[$If$a$gdJq$a$gdJq$a$gd   c]Q]Q $$Ifa$gdcz[$Ifkd$$IfTs\  h  +04 saT  2 4 O Q c]Q]Q $$Ifa$gdcz[$Ifkd$$IfTs\  h  +04 saT3 4 : ; M O P Q R Y Z ~    ! 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