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MATH 210 - Calculus I
Fall 2017, Section 01

ID #Subj#SecTitleDatesDaysTimeCrdsStatusInstructorDelivery MethodLoc
000766 MATH 210 01 Calculus I
08/21 - 12/04
M
1:00pm - 4:20pm
4.0 Open Green, Michael
Location: z MnSCU Metropolitan State University
Building/Room: LIBRARY 308


Meeting Details
DatesDaysTimeBuilding/RoomInstructor
8/21/2017 - 12/4/2017 M 1:00pm - 4:20pm LIBRARY 308 Green, Michael

Notes
  • Prerequisite: C- or better within past 3 years in MATH 120 Precalculus or permission of the Mathematics department chair. Note: Students whose prerequisites are not identified by the system would contact the math department for an override at MATH@metrostate.edu. First day attendance required except by instructor permission. Contact instructor for permission.

Location Details
Offered through: Metropolitan State University.
Campus: Metropolitan State University. Location: z MnSCU Metropolitan State University.

Seat Availability
Status: Open Size: 32 Enrolled: 30 Seats Remaining: 2

Prerequisites (Courses and Tests)
This course requires either of these prerequisite categories
1. MATH 120 - Precalculus
    Or
2. A score of 86 on test Accuplacer College Level Math

Restrictions
  • Permission is required

Add/Drop/Withdraw
Full refund is available until August 27, 2017, 11:59PM CST.
Adding course is closed. Dropping course is closed.
The last day to withdraw from this course is November 20, 2017.

Tuition and Fees (Approximate)

Tuition and Fees (approximate):

Tuition -resident: $910.12
Tuition -nonresident: $1,856.92
Approximate Course Fees: $137.88

Course Level
Undergraduate

Minnesota Transfer Curriculum Goal
Goal 04 - Mathematical/Logical Reasoning
  • Illustrate historical and contemporary applications of mathematical/logical systems.
  • Clearly express mathematical/logical ideas in writing.
  • Explain what constitutes a valid mathematical/logical argument(proof).
  • Apply higher-order problem-solving and/or modeling strategies.

Description
Since its beginnings, calculus has demonstrated itself to be one of humankind's greatest intellectual achievements. This versatile subject has proven useful in solving problems ranging from physics and astronomy to biology and social science. Through a conceptual and theoretical framework this course covers topics in differential calculus including limits, derivatives, derivatives of transcendental functions, applications of differentiation, L'Hopital's rule, implicit differentiation, and related rates.

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