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[PDF] ANALYTIC GEOMETRY
ANALYTIC GEOMETRY BY PEECEY R SMITH, PH D N PROFESSOR OF MATHEMATICS IN THE SHEFFIELD SCIENTIFIC SCHOOL YALE UNIVERSITY AND AKTHUB SULLIVAN GALE, PH
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[PDF] Analytic Geometry & Calculus 1 - University of Pittsburgh
Analytic Geometry Calculus 1 MATH 0220 4 Credits Description: This course is the standard first course in calculus for science, engineering,
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Analytic Geometry Calculus 2 MATH 0230 4 Credits Description: This course is the standard second course in a basic calculus sequence required for all
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These are lectures notes for a course on analytic geometry taught in the winter term 2019/20 at the University of Bonn The material presented is part of joint
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Codes of Conduct and Academic Honesty Policy: The instructor and students in this course will adhere to the University's general Codes of Conduct defined in the
Determination of University Students' Self-efficacy and Attitudes
and university students enrolling in mathematics department toward Analytic Geometry with respect to gender, department There are 336 participants
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at the University of Bonn algebra, and various types of analytic geometry (like manifolds) into algebraic geometry What do we mean by analytic geometry?
[PDF] ANALYTIC GEOMETRY
ANALYTIC GEOMETRY BY PEECEY R SMITH, PH D N PROFESSOR OF MATHEMATICS IN THE SHEFFIELD SCIENTIFIC SCHOOL YALE UNIVERSITY
[PDF] Analytic Geometry & Calculus 2 - University of Pittsburgh
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Beirut Arab University between curves, volume by slicing, lengths of plane curves, analytic geometry in space, parametric This course provides a continuation in calculus and analytic geometry for students with a weak background, and
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8202_6math0230_0.pdf 2017-2018; updated 4/17 1 of 2
Analytic Geometry & Calculus 2
MATH 0230
4 Credits
Description: This course is the standard second course in a basic calculus sequence required for all
mathematics, science, engineering, and statistics students.Prerequisite: The prerequisite is successful completion (a grade of C or higher) of Math 0220: Analytic
Geometry & Calculus 1 or an equivalent college course. An AP Calculus AB score of a 4 or 5 will also
fulfill the prerequisite.Grading: The student's final grade will not exceed the final exam grade by more than one letter grade.
Textbook: The text used for Calculus 2 is James Stewart, Essential Calculus: Early Transcendentals, 2nd
edition (Cengage). However, you may use any text as long as the material below is included in the book. The following topics are covered in the University of Pittsburgh MATH 0230 course: 1.Integration
- Substitution rule - Integration by parts - Trig integrals and substitution - Partial fractions - Approximate integration (includingSimpson's Rule)
- Improper Integrals - Areas between curves - Volumes by washers and shells - Arc length - Applications to physics 2.Vectors
- Vectors in three dimensions - Dot product - Cross product - Equations of lines and planes 3 .Parametric & Polar Curves
- Parametric curves - Calculus with parametric curves (1 st & 2 nd derivatives, tangents, areas, and arc length) - Polar curves - Calculus with polar curves 4. Sequences and Series - Sequences - Series - Integral Test - Comparison Test - Alternating Series Test - Absolute convergence - Ratio Test - Root Test - Power Series - Representing functions as power series - Taylor and Maclaurin Series - Applications of Taylor Polynomials5. Differential Equations
- Separable differential equations - First-order linear differential equations* - Homogeneous 2 nd order linear differential equations* - Nonhomogeneous 2 nd order linear differential equations (method of undetermined coefficients only)* - Applications of 2 nd order linear differential equations *These sections are not in the text but are available at calculus.math.pitt.edu under "Math 0230 Schedule" or at the publisher's website www.stewartcalculus.com/media/6_home.php . 2017-2018; updated 4/17 2 of 2
Academic Integrity: All College in High School teachers, students, and their parents/guardians are required to
review and be familiar with the University of Pittsburgh's Academic Integrity Policy located online at www.as.pitt.edu/fac/policies/academic-integrity.Grades: Grade criteria in the high school course may differ slightly from University of Pittsburgh standards. A
CHS student could receive two course grades: one for high school and one for the University transcript. In most
cases the grades are the same. These grading standards are explained at the beginning of each course.
Transfer Credit: University of Pittsburgh grades earned in CHS courses appear on an official University of
Pittsburgh transcript, and the course credits are likely to be eligible for transfer to other colleges and universities.
Students are encouraged to contact potential
colleges and universities in advance to ensure their CHS credits would be accepted. If students decide to attend any University of Pittsburgh campuses, the University ofPittsburgh grade earned in the course will count toward the student grade point average at the University. At the
University of Pittsburgh, the CHS course supersedes any equivalent AP credit.Drops and Withdrawals: Students should monitor progress in a course. CHS teacher can obtain a Course
Drop/Withdrawal Request form from the CHS office or Aspire. The form must be completed by the student,
teacher and parent/guardian and returned to teacher by deadlines listed. Dropping and withdrawing from the CHS
course has no effect on enrollment in the high school credits for the course.