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Why we can not divide by zero in maths this one statement we had heard since our childhood but have you ever wondered that why we cannot divide any number from zero many of us will say that answer would be infinity or simply undefined but the answer could be more interesting than you think. To think about what you might get if you divided, say, 10 by zero, let's start by dividing 10 by 5. The answer to that is 2. What if you divided 10 by a smaller number, like 2? You'd get a bigger number: 5. What about 10 divided by 1? A bigger number still: 10. 10 divided by ½ is 20, divided by ¼ is 40, divided by 1/32 is 740.740 repeating. Every time you divide by a smaller number, you get a bigger number in return. That is, the closer your divisor gets to 0, the closer your answer gets to infinity. So if you were actually to divide 10 by 0, you'd get infinity, right? 10 ÷ 0 = ∞ If the above statement is true, then this statement should also be true: 10 = ∞ x 0 But we know that anything multiplied by zero is zero, which would mean 10 = 0. That's not true in the mathematics we know, so there must be something wrong with the equation we started with — 10 divided by zero must not be infinity. Well what would be answer if we divide 10 by zero to know more about this watch this full video till the end. Hope you enjoyed this video... Also do not forget to LIKE, SHARE and SUBSCRIBE our channel for more educational videos. MUSIC CREDITS: Description: https://www.youtube.com/c/NCMEpicMusic Inspiration: By Ender Güney ***************************************** FAIR-USE COPYRIGHT DISCLAIMER This video is meant for Educational/Inspirational purpose only. We do not own any copyrights, all the rights go to their respective owners. The sole purpose of this video is to inspire, empower and educate the viewers. #divisionbyzero #infinity #zero