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solve (x+4)^2=5
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x=sqrt(5)-4
(use reverse pemdas) (sadmep)
\[x^2+8x+16=5 --> x^2+8x+11=0 \]
It dos not have real solutions
u need to use the quadratic formula
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ok a momento please
there are 2 solutions \[-4+3\sqrt(3) \] and \[-4-3\sqrt(3) \]
u have \[ \large (x+4)^2=5 \] then \[ \large x+4=\pm\sqrt{5} \] then \[ \large x=-4\pm\sqrt{5} \]
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