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Determine if the statement is true or false and justify ur answer
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uughhh
give me a sec
lol take your time :)
There exists x in ethe domain of R such that for all yin teh domain of R x = y+1
sorry i cldnt find the symbols for there exists which is a backwards E and the for all which is an upside down A
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\[\exists x \in \mathbb{R} such that \forall y \in \mathbb{R} , x=y+1\]
That statement is false. As for the proof, choose a value for x please.
3
I choose y=5. Therefore, the statement is wrong since I chose a y that didn't satisfy the statement.
hahahahhaha
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Long live the king :P
lol :P
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