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<!-- MATH V38  FALL   2008      COURSE INFORMATION PAGE XML FILE -->
<!-- Last modified: Sunday 18 January 2009 -->

<course_information>

  <nomenclature>
    <section_title>Math V38</section_title> <!-- Specify time, e.g., "(4:30 Section)", if multiple sections of one course -->
    <course_number>Math V38</course_number>
    <academic_department>MATHEMATICS</academic_department>
    <semester_revised>FALL</semester_revised> <!-- Specify "FALL", "SPRING", or "SUMMER" -->
    <calendar_year>2008</calendar_year>
  </nomenclature>

  <links>
    <linksked name="Instructor's schedule" url="http://academic.venturacollege.edu/mbowen/courses/2008aki/classked.pdf" description="http://academic.venturacollege.edu/mbowen/courses/2008aki/classked.pdf" />
    <linkstart name="Course start page" url="http://academic.venturacollege.edu/mbowen/courses/2008aki/m38.shtml" description="http://academic.venturacollege.edu/mbowen/courses/2008aki/m38.shtml" />
    <linkslo name="Student learning objectives" url="http://academic.venturacollege.edu/mbowen/mathdept/MathSLO.shtml" description="http://academic.venturacollege.edu/mbowen/mathdept/MathSLO.shtml" />
    <linkcore name="Core competencies" url="http://www.venturacollege.edu/assets/pdf/core_competencies/corecomps_math.pdf" description="http://www.venturacollege.edu/assets/pdf/core_competencies/corecomps_math.pdf" />
    <linkreturn name="Return link" url="courses/2008aki/m38.shtml" description="Back to course start page" />
  </links>

  <the_course>
    <units>3</units>
    <lecture_hours>3</lecture_hours>     <!-- Weekly lecture hours; leave blank if none -->
    <lab_hours></lab_hours>              <!-- Weekly lab hours; leave blank if none -->
    <position_in_sequence></position_in_sequence>  <!-- Leave blank (do not delete) if course is not sequential -->
    <generic_course_type>mathematical concepts suitable for prospective elementary-level teachers</generic_course_type>  <!-- Text follows the preposition "in" -->
    <knowledge_assumed>previous exposure to algebraic concepts and techniques</knowledge_assumed>
    <topics_covered>covers mathematical reasoning and problem solving; sets, numeration, and the calculator; whole numbers and their operations; fractions and integers; decimals and rational/irrational numbers; and algebra and functions</topics_covered>
    <additional_topics>instruction in proper notation, word problems, calculator use, and emphasizes the importance of acquiring good study skills</additional_topics>
    <expected_outcomes>recognize patterns of reasoning; solve problems relating to sets; work with other number bases and numeration systems; solve problems using the four arithmetic operations; use a variety of operation algorithms; solve ratio and percent problems; recognize and use primes and composites; perform mental math and estimation; solve linear equations in one variable using traditional and graphic models; translate word problems into algebraic symbols; graph linear and non-linear equations; relate mathematical concepts to everyday experiences; and use manipulatives</expected_outcomes>
  </the_course>

  <class_meetings>
    <lecture>
      <whenwhere>Tuesday 7:00&ndash;9:50 p.m. in room SCI-227</whenwhere>
    </lecture>
  </class_meetings>

  <office_hours>
  <!-- Leave the following fields blank (do not delete) if office hours are not scheduled in a particular location -->
    <office_times></office_times>
    <office_location>SCI-358 (north end of SCI building, third floor)</office_location>
    <tutorial_times>Monday/Wednesday 2:00&ndash;3:00 p.m., and Friday 9:30&ndash;10:30 a.m.</tutorial_times>
    <tutorial_location>Tutorial Center (first floor of LRC across the hall from the BEACH)</tutorial_location>
    <lab_times>Tuesday 6:00&ndash;7:00 p.m., and Thursday 2:00&ndash;3:00 p.m.</lab_times>
    <lab_location>Math Center (Room SCI-223)</lab_location>
    <classroom_times></classroom_times>
    <classroom_location></classroom_location>
  </office_hours>

  <prerequisites>
    <prerequisite_courses>Math V03 or equivalent</prerequisite_courses>
    <prerequisite_skills>how to distinguish between polygons and solve geometric problems in two and three dimensions; create proofs; create compass-and-straightedge constructions; solve linear equations (including systems), quadratic equations, exponential equations, logarithmic equations, and word problems; graph quadratic equations and conic sections; solve and graph linear and quadratic inequalities; simplify expressions containing exponents; work with complex numbers</prerequisite_skills>
  </prerequisites>

  <course_materials>
    <textbook>
      <textbook_authors>G. Musser</textbook_authors>
      <textbook_title>Mathematics for Elementary Teachers: A Contemporary Approach</textbook_title>
      <textbook_edition>Seventh</textbook_edition>
      <textbook_ISBN>0471662933</textbook_ISBN>
      <textbook_chapters>1 through 9</textbook_chapters>
      <textbook_how_covered>in whole or in part as indicated in the homework assignments</textbook_how_covered>
    </textbook>
    <calculator>
      <calculator_capability>The calculator must be capable of evaluating powers, roots, exponentials, and logarithms</calculator_capability>
      <calculator_recommendation>The Department of Mathematics recommends that students in this course acquire a graphing calculator, such as the TI-82, TI-83, or TI-84</calculator_recommendation>
    </calculator>
    <zipdisk>N</zipdisk>
  </course_materials>

  <important_dates>
    <holidays>1 September, 10 November, and 27&ndash;28 November</holidays>
    <add_deadline>Friday 29 August (or Sunday 31 August via Webstar)</add_deadline>
    <full_refund>Friday 29 August (or Sunday 31 August via Webstar)</full_refund>
    <non_resident_refund>Friday 12 September</non_resident_refund>
    <drop_w_deadline>Friday 12 September</drop_w_deadline>
    <cr_nc_deadline>Friday 19 September</cr_nc_deadline>
    <drop_f_deadline>Friday 21 November</drop_f_deadline>
    <homework_deadline></homework_deadline>
    <final_examination>
      <whenwhere>Room SCI-227, 7:30&ndash;9:30 p.m., Tuesday&nbsp;16&nbsp;December</whenwhere>
    </final_examination>
  </important_dates>

<!--
  <important_dates>
    <holidays>21 January, 15&ndash;18 February, and 14&ndash;23 March</holidays>
    <add_deadline>Friday 18 January (or Sunday 20 January via Webstar)</add_deadline>
    <full_refund>Friday 18 January (or Sunday 20 January via Webstar)</full_refund>
    <non_resident_refund>Friday 1 February</non_resident_refund>
    <drop_w_deadline>Friday 1 February</drop_w_deadline>
    <cr_nc_deadline>Friday 8 February</cr_nc_deadline>
    <drop_f_deadline>Friday 18 April</drop_f_deadline>
    <homework_deadline></homework_deadline>
    <final_examination>Room SCI-352, 5:15&ndash;7:15 p.m., Tuesday&nbsp;13&nbsp;May</final_examination>
  </important_dates>
-->

</course_information>