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Solve Sqrt7 - x = 3 for x? Is the answer -2, 2, 4, or -4?
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\(\bf \sqrt{7}-x=3?\)
I believe it is \[\sqrt{7-x}=3\]
tis ambiguous
Because this gives an answer there matches the 4 given
In order to solve this, then first you should try to get rid of the square root. This gives you:\[7-x=3^2\] now you want to isolate x, try and do that :)
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So the answer would be 4?
No, you have \[3^2\] on the left side, that is 3*3 = 9, so you get \[7-x=9\]
I meant on the right side.
But it is asking me to solve for x. And -2, 2 ,4,and -4 are the only optional answers.
Yes, and you have\[7-x=9\] if you subtract 7 on both sides then you get \[-x=2\]now you have that:\[x=\]
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Thank you so much for your time and help!!!!
You're welcome :)
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