Course Schedule: Results |
2021 May Semester
Apr 24, 2024 |
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| CRN 30039 Calculus I - MATH 100 - A1 |
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This course is an introduction to the calculus of one variable, primarily for majors and students in the sciences. Topics include functions of one variable; inverses; limits; continuity; the difference quotient and derivatives; rules for differentiation; differentiability; the mean value theorem; the differential; derivatives of trigonometric, logarithmic and exponential functions; l’Hôpital’s rule; higher derivatives; extrema; curve sketching; Newton’s method; antiderivatives; definite integrals; the fundamental theorem of calculus; integrals of elementary functions; area between curves; and applications of integration. Students use Maple software in this course. Please note: You must register separately in lecture and lab components. Levels: Undergraduate Campus: World Wide Web Schedule Type: Lecture Instructional Method: Online Credits: 3.000
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| CRN 30040 Calculus I - MATH 100 - L1 |
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This course is an introduction to the calculus of one variable, primarily for majors and students in the sciences. Topics include functions of one variable; inverses; limits; continuity; the difference quotient and derivatives; rules for differentiation; differentiability; the mean value theorem; the differential; derivatives of trigonometric, logarithmic and exponential functions; l’Hôpital’s rule; higher derivatives; extrema; curve sketching; Newton’s method; antiderivatives; definite integrals; the fundamental theorem of calculus; integrals of elementary functions; area between curves; and applications of integration. Students use Maple software in this course. Please note: You must register separately in lecture and lab components. Levels: Undergraduate Campus: World Wide Web Schedule Type: Laboratory Instructional Method: Online Credits: 0.000
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| CRN 30178 Calculus I - MATH 100 - L2 |
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This course is an introduction to the calculus of one variable, primarily for majors and students in the sciences. Topics include functions of one variable; inverses; limits; continuity; the difference quotient and derivatives; rules for differentiation; differentiability; the mean value theorem; the differential; derivatives of trigonometric, logarithmic and exponential functions; l’Hôpital’s rule; higher derivatives; extrema; curve sketching; Newton’s method; antiderivatives; definite integrals; the fundamental theorem of calculus; integrals of elementary functions; area between curves; and applications of integration. Students use Maple software in this course. Please note: You must register separately in lecture and lab components. Levels: Undergraduate Campus: World Wide Web Schedule Type: Laboratory Instructional Method: Online Credits: 0.000
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