Question

I need help and a lot of it solve radical equation x: square root X+2= 2

Answer 1

\[\sqrt x + 2 = 2??\]

Answer 2

Square both sides.

Answer 3

reprat the question properly

Answer 4

presently it gives you, x=0

Answer 5

Yes lgbasallote that is how it is

Answer 6

just subtract 2 to both sides..what will you have?

Answer 7

i do not know how to do the square root symbol on the computer

Answer 8

put \sqrt in your equations editor

Answer 9

O cant be the answer cause it is multple choice and its not listed 6,4,2,16

Answer 10

well could it be \[\sqrt{x + 2} = 2\] that will make more sense

Answer 11

yes that is the equation
\[X: \sqrt{x +2 =2}\]

Answer 12

then, it will be 16
\[(\sqrt{x}+2)^{2} = 2^{2}\]
or, \[x+ 4\sqrt{x} +4 = 4\]
or, \[x+ 4\sqrt{x} = 0\]
or, \[x = -4\sqrt{x}\]
or, \[x ^{2} = 16x\]
or, \[x = 16\]

Answer 13

in second case: \[\sqrt{x+2} = 2\]
or, \[x+2 = 4\] (by square both side)
or, x=2

Answer 14

okay thanks I have no idea how to do this stuff will you all please help me

Answer 15

\[X: \sqrt{2x = 5}\]

Answer 16

Im totally lost