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help meee >>>> give two examples that support the conjecture, and one counterexample that shows the conjecture is false.
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for any real number n, \[\sqrt{n}2 = n\]
thats n squared, btw
Umm well n squared under a radical is actually just n when simplified So n=n. That's one thing that supports it right?
uh huh.
That's all I can see from what I know. I wish I could help more though
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I'm not sure if substitution may have anything to do with it.
thats okay. thank you.
maybe a counterexample can be like if \[\sqrt{n} = n\]
but they won't be = if you actually put a number in there.
ohh. ok i see.
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You understand ? :D
not really, lol
Lol. I'm sorry ._. I tried
dont worry, you did perfectly fine. thanks.
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