Applied Mathematics - Sequence and Series

IIT-JEE Main & Advanced | BITSAT | SAT | MSAT | MCAT | State Board | CBSE | ICSE | IGCSE
4.75 (4 reviews)
Udemy
platform
English
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Math
category
instructor
Applied Mathematics - Sequence and Series
29
students
3.5 hours
content
Apr 2022
last update
$19.99
regular price

Why take this course?

🚀 Course Title: Applied Mathematics - Sequence and Series for Competitive Exams

🎓 Instructor: Studi Livecourse

🔖 Headline: Master Sequence and Series for IIT-JEE Main & Advanced, BITSAT, SAT, MSAT, MCAT, State Board, CBSE, ICSE, IGCSE


Course Description:

Dive into the fascinating world of Sequence and Series with our expertly crafted online course, designed to help you conquer mathematics for various competitive exams. Whether you're aiming for the IIT-JEE Main & Advanced, BITSAT, SAT, MSAT, MCAT, or state board exams like CBSE, ICSE, or IGCSE, this course will equip you with a deep understanding of mathematical sequences and series.

What You'll Learn:

📈 Introduction to Sequences:

  • Understanding the concept of sequences as an ordered arrangement of numbers following a particular rule.
  • The distinction between finite and infinite sequences.

🔢 Series Exploration:

  • Discovering how sequences transform into series, which is the sum of the terms in a sequence.
  • Learning about finite series and their significance.

Key Topics Covered:

  1. Arithmetic Progression (A.P.):

    • Identifying the common difference that governs the increment/decrement in A.P.
    • Mastering the general term formula for A.P. and calculating the sum of n terms.
  2. Arithmetic Mean (A.M.):

    • Calculating the average between any two numbers using the A.M. formula.
  3. Geometric Progression (G.P.):

    • Grasping the concept of G.P., where each term is a fixed ratio times the previous term.
    • Learning the general term formula and the sum of n terms for G.P.
  4. Properties of Geometric Series:

    • Understanding infinite G.P.s and their associated harmonic series.
    • Calculating the sum of an infinite G.P. when it converges.
  5. Geometric Mean (G.M.):

    • Finding the G.M. as a sequence that represents the geometric mean between any two positive numbers.
  6. Relationship Between A.M. and G.M.:

    • Exploring how A.M. and G.M. relate to each other in various sequences.

Summary:

Mathematics is a language that connects every competitive exam across the globe. The concept of sequences and series is fundamental to solving complex problems in these exams. This course breaks down these concepts, ensuring you not only understand them but can apply this knowledge effectively to excel in your desired examination.

With a focus on real-world applications and practical problem-solving, our online course will help you build a solid foundation in sequence and series. By the end of this course, you'll be confident in tackling any sequence or series-based question that comes your way.

📅 Enroll now to secure your spot and transform the way you approach mathematics! With Studi Livecourse, take the first step towards academic excellence and achieve your dreams of cracking top-tier competitive exams. Let's embark on this mathematical journey together! 🌟

Course Gallery

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4607688
udemy ID
22/03/2022
course created date
08/05/2022
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