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Question of the day: Come all who dare... What is the largest rational number less than \[\sqrt{2}\] :p
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1
Nope
Ohh, okay I meant integrer, for your question, there is no
It can be any very closely approaching fraction
Correct, there is none cx
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none
You answered too quickly :c
I always think of integers, have to change my mindset.
Haha
Is that a square of nothing? o_o
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I usually think of \(\large\color{black}{ \sqrt{2} }\) as of a normal number. Like, \(\large\color{black}{ \sin(45 ) =\sqrt{2}/2 }\) I see it too often to take it as something abstruse....
.Sam. That's amazing.
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