Скачать или смотреть Compound Interest | Part 04 | Maths Class By | Defence Academy | RIMC, RMS, Sainik School, Navodaya

Compound Interest | Part 04 | Maths Class By | Defence Academy | RIMC, RMS, Sainik School, Navodaya
Compound Interest Explained, Compound Interest for RIMC, RMS, Sainik School, Navodaya Maths Revision, Maths Class by Defence Academy, Interest Formulas and Tricks, CI vs SI Problems, Competitive Exam Maths Preparation, Shortcut Techniques for Compound Interest

Learn Compound Interest in this comprehensive session by Defence Academy, specifically designed for students preparing for RIMC, RMS, Sainik School, and Navodaya exams. This video explains the fundamentals of compound interest, its formulas, step-by-step solutions to problems, and shortcut techniques for competitive exams. Strengthen your mathematics foundation with practical examples and exam-focused practice questions to excel in your preparation!

Importance of the Session:Compound Interest is a critical topic for competitive exams, requiring a clear understanding of concepts and quick problem-solving skills. This session equips students with the knowledge to solve interest-related problems confidently and efficiently, ensuring a competitive edge. Whether you're revising or learning for the first time, this class is tailored for your success in mathematics.

Key Topics Covered:

▶ What is Compound Interest?: Definition and real-life applications.
▶ Key Formulas:
● General formula: A=P(1+R100)TA=P(1+100R​)T.
● Interest calculation: CI=A−PCI=A−P.
▶ Difference Between Simple and Compound Interest: Key distinctions and examples.
▶ Step-by-Step Problem Solving: From basic to advanced levels.
▶ Shortcut Techniques: Tricks for fast calculations in competitive exams.
▶ Exam-Focused Practice Problems: Tailored for RIMC, RMS, Sainik School, and Navodaya.

Sample Problem:Q: A sum of ₹10,000 is invested at 10% per annum for 2 years. Find the compound interest if compounded annually.

Solution:

Formula: A=P(1+R100)TA=P(1+100R​)T A=10,000(1+10100)2=10,000×(1.1)2=12,100A=10,000(1+10010​)2=10,000×(1.1)2=12,100 CI=A−P=12,100−10,000=₹2,100CI=A−P=12,100−10,000=₹2,100.

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