Question

which of the following are solutions to the equation
Check all that apply.
x^2-6x+9=11

Answer 1

a.\[x=\sqrt{11}+3\]

Answer 2

B.\[x=-\sqrt{2}+6\]

Answer 3

C.\[x=2-\sqrt{6}\]

Answer 4

D.\[x=-\sqrt{11}-3\]

Answer 5

\[\left( x-3 \right)^{2}=11\]
\[x-3=\pm \sqrt{11}\]

Answer 6

F.\[\sqrt{2}+6\]

Answer 7

your answer?

Answer 8

E.\[x=2+\sqrt{6}\]

Answer 9

dont get it

Answer 10

\[x^2-6x+9=11 \]\[(x-3)^2 = 11\]Now take the square root and...

Answer 11

Huh?

Answer 12

its A and D

Answer 13

\[x-3 = \pm \sqrt{11}\]\[x = \pm \sqrt{11}+3\]What are they?

Answer 14

Cannot be D... Unless D is +3 and not -3

Answer 15

Did you have a typo?

Answer 16

the 3 is +3

Answer 17

okay! Then yes! A and D

Answer 18

\[x=\sqrt{11}+3 andx=-\sqrt{11}+3\]

Answer 19

thanks man hey omw to work thanks alot ima have to finish my test tomorrow

Answer 20

seriously. thats exactly what i said

Answer 21

lol ur going to work to

Answer 22

no. "thats exactly what I said" means I told you the same thing surji said but faster/first