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99% get this Harvard admission interview algebra question wrong 😱 • Quick Math Tricks for Students! | Algebra ... Can you find the value of b using smart algebra simplification? This problem tests logic, reasoning, and elite problem-solving skills used in Harvard, MIT, SAT, and Olympiad math. Try it before watching the solution! 🔥 Think you’re good at algebra? This Harvard-style admission interview math question proves why simple-looking problems can be the hardest to crack. In this video, we break down a clever algebra simplification trick used in elite math interviews and competitive exams to help you find the value of b quickly and accurately. This problem tests logical reasoning, algebraic manipulation, pattern recognition, and critical thinking—skills commonly highlighted by top math creators and required in Harvard, MIT, Olympiad, SAT, and aptitude-style questions. Watch till the end to learn the smart shortcut most students miss! Video Timeline Factoring and Simplification (0:30–1:17): The presenter starts by factoring b from the numerator, rewriting the expression as b(b² − 2) / 2b. The common factor b cancels out, simplifying the equation to (b² − 2) / 2 = 7. Cross-Multiplication and Isolation (1:17–2:15): Next, cross-multiplication is applied, giving b² − 2 = 14. Adding 2 to both sides isolates the squared term, resulting in b² = 16. Finding the Value of b (2:15–3:12): Taking the square root of both sides yields two possible solutions. Since square roots can be positive or negative, the presenter concludes that b = ±4, meaning the values of b are 4 and −4. Proof / Verification (3:12–4:52): To confirm the solution, the video substitutes b = 4 back into the original expression. The result equals 7, matching the right-hand side of the equation and verifying the solution The presenter starts by factoring b from the numerator, rewriting the expression as b(b² − 2) / 2b. The common factor b cancels out, simplifying the equation to (b² − 2) / 2 = 7. Cross-Multiplication and Isolation (1:17–2:15): Next, cross-multiplication is applied, giving b² − 2 = 14. Adding 2 to both sides isolates the squared term, resulting in b² = 16. Finding the Value of b (2:15–3:12): Taking the square root of both sides yields two possible solutions. Since square roots can be positive or negative, the presenter concludes that b = ±4, meaning the values of b are 4 and −4. Proof / Verification (3:12–4:52): To confirm the solution, the video substitutes b = 4 back into the original expression. The result equals 7, matching the right-hand side of the equation and verifying the solution 📌 What you’ll learn in this video: ✔️ Fast algebra simplification techniques ✔️ Hidden logic behind interview-style math problems ✔️ Common mistakes students make in algebra ✔️ Exam and interview problem-solving strategies Perfect for students, teachers, competitive exam candidates, and math lovers who enjoy content like 3Blue1Brown, Mathologer, Eddie Woo, Numberphile, MindYourDecisions, BlackPenRedPen, and Khan Academy. 💡 Challenge yourself before watching the solution — can YOU find the value of b correctly? 👉 Don’t forget to LIKE, SHARE, and SUBSCRIBE to L.JARED2 for more viral math tricks, Harvard-style puzzles, algebra challenges, and exam-ready explanations! Harvard admission interview math, Harvard math problem, Harvard algebra question, find the value of b, algebra simplification trick, algebra interview question, Harvard entrance exam math, MIT math problem, Olympiad algebra problem, viral math puzzle, tricky algebra question, math logic puzzle, algebra shortcut trick, competitive exam math, SAT algebra questions, math challenge problem, genius math trick, hard math question, interview math puzzle, algebra problem solving, math tricks explained, math reasoning test, algebra brain teaser, math aptitude question, 3Blue1Brown style math, Numberphile math puzzle, Eddie Woo algebra, MindYourDecisions math, BlackPenRedPen algebra, Khan Academy algebra, viral math shorts @jaredlwamusaayi.m.t.c #ljared2 Get vidIQ to grow your channel faster! 🚀 https://vidiq.com/LJARED2