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Russian Math Olympiad – Algebra – Intermediate Difficulty

Thanks For Watching! Enjoyed the video? 8^x + 2^x = 30 This problem tests knowledge of exponents and solving equations involving powers of numbers, which is a concept introduced in intermediate algebra and commonly explored in math contests for middle and early high school students. • Competition Level: This is suitable for contests such as the AMC 8 or 9th-grade level competitions (Math Kangaroo, Russian Math Olympiad, etc.). • Grade Level: 9th grade. • Difficulty: Intermediate, as it requires manipulating exponents and applying problem-solving strategies to simplify and solve the equation. Remember to Like and Subscribe so we can reach more students who could use some help in their studies. Education is a fundamental right for all, and it should be accessible to everyone, regardless of their circumstances. ✅ POPULAR ON CHANNEL ✅ 📌 • Harvard Entrance Exam - Algebra - Adv... 📌 • Harvard Entrance Exam - Algebra - Adv... 📌 • AIME - Algebra - Advanced Difficulty Interested in more than just math? Check out my other channel where I solve engineering mechanics problems, including statics and dynamics! Whether you’re studying for exams or just curious about how math applies to real-world engineering, you’ll find step-by-step solutions and explanations to help you master the concepts. Perfect for students in engineering or anyone looking to strengthen their understanding of mechanics. ➡️ / @engmchanswers Have a Great Day 😊 #matholympiad #maths #math

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