About Course

Our Calculus II course is designed for students who have completed Calculus I and are ready to explore more complex mathematical concepts. This course delves into advanced integration techniques, infinite sequences and series, parametric equations, and polar coordinates. Students will gain a deeper understanding of calculus through topics such as integration by parts, improper integrals, convergence tests for series, and applications in physics and engineering.

At Today’s School, our online platform provides flexibility with recorded lessons, interactive problem-solving sessions, and personalized mentoring from experienced instructors. This course is tailored to build strong analytical and critical thinking skills, essential for fields like engineering, computer science, and the physical sciences. Whether you’re pursuing higher education or advancing your career, Calculus II will equip you with the tools and confidence needed to solve complex problems.

Unlock advanced calculus concepts with Calculus II, covering integration techniques, infinite series, and real-world applications. Learn at your own pace with our flexible, online platform. Now available at a discounted price!

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What Will You Learn?

  • This course delves into advanced integration techniques, infinite sequences and series, parametric equations, and polar coordinates. Students will gain a deeper understanding of calculus through topics such as integration by parts, improper integrals, convergence tests for series, and applications in physics and engineering.

Course Content

Calculus II Overview

  • Integration by parts
    09:48
  • Integration for partial fractions
    00:00
  • Trigonometric Integrals
    00:00
  • Applications of Integrals; Areas and volumes
    00:00
  • Volumes by slicing and rotation(Disk washer)
    00:00
  • Volumes by slicing and rotation(Shells method)
    00:00
  • Integration of ARC Length
    00:00
  • Surface Integral
    00:00
  • Sequence and Series
    00:00
  • Convergence Test
    00:00
  • Power Series
    00:00
  • Vector Dot Product
    00:00
  • Vectors(Cross product)
    00:00
  • Gradient
    00:00
  • Double Integral in Polar Coordinate System
    00:00
  • Triple Integrals
    00:00
  • Vector Fields
    00:00
  • Curl
    00:00
  • Divergence
    00:00
  • Stokes Theorem
    00:00

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