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√5-x=4 then x=
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Is that \[\sqrt{5-x}=4\]?
Yes it is, sorry.
No worries.
Since we want to solve for x, we need to get everything else over to the other side. So first, square both sides.
What do you get when you do that?
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Hint: \[(\sqrt{a})^{2}=a\]
Sorry, I am using this website from my phone and it is not working well. I am confused as to how to square both sides.
√5-x^2= 4^2
Not quite. If you square both sides, you get 5-x=16
The square cancels out the square root.
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Can you show me how you got the answer please? The answer choices that I'm given are -21, -11, 1, and11.
Oh I think I got it, after subtracting 5 I will get 11?
Actually -11, I think.
Good, -11 is what I get too! :)
Yayy! :-)
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