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Is it true that 1=2?

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yep, see attached :})
1 Attachment
That's the answer I was looking for(:^^

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it's not true. the i one is fallacy due to square roots of a negative number
and joe i'm not sure how you get x+x+x+x+x = squared
its always fun to try and find the mistakes lol.
well everyone thinks that the i one hold true
but it doesn't
it has to do with only being able to split positive integers of a square root into two
square root properties only work when a>0
indeed. :)
so no... no matter how many times your teachers and students tell you.. 1=2 there will be a fallacy in their work orrrr.. a fallacy within the theorem.. but usually they will restrict it as the people who wrote them were absolute geniuses
Wow..Ya'll are way to smart for me..only
i used to watch my teacher do things like this in highschool and i just thought wow my teacher just proved something wrong... really he was trying to make someone stand up and say he was wrong
By the way, 1 does not equal. 2. 'i' is being used as a number, of which it is not. 1=2 is an 'imaginary' answer so to speak.

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