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The Wolfram tools are very good at solving mathematical problems, and even general knowledge problems.I understand that some of the smartphone voice response systems use these as one of their knowledge sources.But the provided formula is not a mathematical problem, it is a semantic problem - the formula doesn't mean anything, so Wolfram Alpha can't make any sense of it..
Indefinite integral assuming all variables are real:integral x dx = x^2/2 + constant
This still makes no sense(x,y,z)=(f(x)=x)+(f(x)≠x)±(<1/≥1)
Assuming you are right about this"IF(x,y,z)=(f(x)=x)+(f(x)≠x)±(<1/≥1)TRUETHEN0=1" and given that 1 isn't zero, we can deduce that this assterion(x,y,z)=(f(x)=x)+(f(x)≠x)±(<1/≥1)is false by reductio ad absurdum.
Quote from: Ve9aPrim3 on 17/02/2018 15:01:57Indefinite integral assuming all variables are real:integral x dx = x^2/2 + constantAbsolutely true. What's the problem?
putting f(x)=x into wolfram..something gave me that integral... And I don't know what an integral is.
I just pictured equations being balanced differently I guess.1=11≠-11±1All these mean the same to me.