Maths short tricks and logic by win with us || Algebra tricks for RRB NTPC and SSC

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Maths short tricks and logic by win with us || Algebra tricks for RRB NTPC and SSC

RRB NTPC Maths short tricks and logic by Win with us| algebra aptitude test tricks for competitive exams

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If 𝑥^9+1/𝑥^9 = 8
𝑥^27+1/𝑥^27 = ?

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in this video we have explained a trick to easily multiply numbers near 100.

✨ Unlock the Secret to Effortless Multiplication:
Say goodbye to traditional multiplication methods! In this video, we reveal simple yet powerful tricks that make multiplying numbers near 100 a breeze. Unleash the magic of quick calculations and become a math wizard!

🧠 Master Mental Math Techniques:
Learn mental math techniques that streamline the multiplication process, particularly when dealing with numbers close to 100. This isn't just about saving time – it's about developing a deeper understanding of number patterns for effortless calculations.

🚀 Quick Calculation Shortcuts:
Discover quick calculation shortcuts that transform the way you multiply numbers. These tricks are designed for efficiency, making math enjoyable and accessible to learners of all levels. No more struggling with complex methods – simplify your math journey!

🎯 Applicable to Various Scenarios:
Whether you're multiplying by 97, 98, or 99, these tricks are versatile and applicable across various numerical scenarios. Watch as we break down the steps, ensuring you grasp the techniques easily and can apply them to any similar calculation.

🌟 Boost Your Number Sense:
Enhance your overall number sense with these math hacks. This video goes beyond specific calculations, empowering you to approach math with confidence and a newfound appreciation for the beauty of numbers.

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Ready to revolutionize the way you multiply numbers near 100? Hit the like button, subscribe for more math tricks and hacks, and share this video with friends looking to simplify their mathematical journey. Let's spread the joy of number magic!

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Full method:

Let's start by cubing both sides of the given equation:

(x^9 + 1/x^9)^3 = 8^3

Expanding the left-hand side using the binomial theorem, we get:

x^27 + 3x^18(1/x^9) + 3x^9(1/x^18) + 1/x^27 = 512

Simplifying, we get:

x^27 + 1/x^27 + 3(x^9 + 1/x^9) = 512

Substituting x^9 + 1/x^9 = 8, we get:

x^27 + 1/x^27 + 3(8) = 512

Simplifying further, we get:

x^27 + 1/x^27 = 512 - 24

x^27 + 1/x^27 = 488

Therefore, x^27 + 1/x^27 = 488.

mathteasers