math olympiad preparation | a nice problem | detailed solution скачать в хорошем качестве

math olympiad preparation | a nice problem | detailed solution

In this video we solve an interesting Maths Olympiad Algebra problem: 2^a + 2^b + 2^c = 148 Learn how to find the values of a, b and c using powers of 2, indices and logical reasoning. This type of question is very common in Maths Olympiad exams and competitive aptitude tests. This problem will help you understand: ✔ Laws of exponents (indices) ✔ Writing numbers as powers of 2 ✔ Logical thinking approach in Olympiad Maths ✔ Smart problem solving techniques ✔ How to break difficult questions easily Useful for: • Maths Olympiad (IMO) Preparation • Class 7, Class 8, Class 9, Class 10 students • NTSE & Scholarship Exams • Foundation Maths & IIT-JEE Basics • Competitive Exams & Aptitude Tests If you want to improve your problem-solving skills and mathematical thinking, watch the full video and practice along. Subscribe for regular Maths, Physics & Chemistry concept videos, numericals, tricks and exam preparation classes. Keywords: 2^a+2^b+2^c=148 solution, powers of 2 questions, indices and exponents problems, olympiad maths questions solved, IMO algebra problems, find a b c exponents, algebra olympiad tricks, maths olympiad preparation, logical reasoning maths, high school algebra, competitive maths questions, aptitude maths tricks, NTSE maths preparation, foundation maths India. #MathsOlympiad #Exponents #Algebra #IMO #Indices #PowersOf2 #OlympiadMaths #NTSE #CompetitiveMaths #MathsTricks #StudentsIndia