Phillipin | An amazing olympiad math problem | 2=3 can you solve this trick | olympiad math
Aglogic110#lklogic#integral#maths#olympiadmathquestion#algebra#exponentialequation#exponents#vedicmaths#integral#how#lesson#mathsclass#viral#lklogic#viralmathproblem#howtosolvemathspuzzles#howtosolveolympiadmathproblem#mathematics#mathematicslesson#matholympiad#internatinalmathoympiad#matholympiadequation#premath#sybermath#mathwindow#greqants#mathstudent#mathtrick#mathshorts#mathrubhuminews#ssc#ssccgl#upsc#upscaspirants#upscpreparation#mdcat#engineermuhammadalimirza#upscnotes
#matholympiadequation
#mathematicslesson
Пікірлер: 13
Very easy
The error here is while doing a proof, you cannot equate your LHS and RHS, first of all you have to prove they are equal so then how did you just simply put 2=3? You have to calculate separately and then equate. So Thats why when u square both sides, it seems to be equal. Otherwise this is a contradiction.
Excellent
No way, that's not true: The negative number, if squared, becomes positive.
and 1^2=1^3. So 2=3.
If he feels his sol is true the I will pay him 2 lakhs to get 3 lakhs.....
No way. (1/4) = (1/4) then so what? it is not prove 2=3
The problem is that negative 1 is not equal to positive 1.
Why did۔ U subtract 5/2
STARTED WITH 2=3. WHAT TO PROVE THEN?BOGUS.
U assumed it
It is just a good joke