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Can you solve this tricky math puzzle? 🤔
Find the value of x. This question is based on algebra and square roots and is often asked in Olympiad exams, aptitude tests, and competitive exams.
⚡ Challenge: Try to solve it in 20 seconds before watching the full solution!
This type of mental math puzzle helps improve logical thinking, calculation speed, and problem-solving skills for students.
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📚 Useful for:
• Olympiad preparation
• Competitive exams
• School mathematics practice
• Mental math improvement

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Unbalanced force is a force that changes the state of motion of an object. When the forces acting on an object are not equal in magnitude and do not cancel each other, the object starts moving, stops moving, changes speed, or changes direction. This concept is very important in understanding motion in physics.
In this video, you will learn:
What is unbalanced force
Difference between balanced and unbalanced force
Real life examples of unbalanced force
How unbalanced force causes motion
Simple explanation for students
This video is helpful for Class 6 to Class 10 students, competitive exams, and basic physics learners.
👉 Perfect for school learning, concept clarity, and foundation building in physics.
📘 विवरण (Hindi)
असंतुलित बल (Unbalanced Force) वह बल होता है जो किसी वस्तु की गति की अवस्था को बदल देता है। जब किसी वस्तु पर लगने वाले बल बराबर नहीं होते और एक-दूसरे को समाप्त नहीं करते, तब वस्तु चलने लगती है, रुक जाती है, गति बदलती है या दिशा बदलती है।
इस वीडियो में आप सीखेंगे:
असंतुलित बल क्या है
संतुलित बल और असंतुलित बल में अंतर
असंतुलित बल के वास्तविक जीवन के उदाहरण
असंतुलित बल गति कैसे उत्पन्न करता है
सरल भाषा में भौतिकी की व्याख्या
यह वीडियो कक्षा 6 से 10, प्रतियोगी परीक्षाओं और बेसिक फिजिक्स सीखने वालों के लिए बहुत उपयोगी है।
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In this video, learn how to solve
We apply the identity:
Let
( y² + 3/2 ) ( y² - 3/2 )
So,
✅ Final Answer: y⁴ - 9/ 4
This method is: ✔ Fast
✔ Easy
✔ Exam-friendly
✔ Perfect for mental math
✔ Useful for competitive exams, boards & Olympiads
📚 Ideal for:
School students
Algebra learners
Competitive exam aspirants
Speed maths practice
Concept-based learning
🎯 Learn smart tricks, not long methods!

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