1 Answer

Mir Rahed Uddin · Answer 1 · 2020-07-30T01:12:03+0000

Answer:

See attachment.

Explanation:

The given inequality is
$x^2+2x+1\:>\:0$

We can rewrite this inequality as
$(x+1)^2\:>\:0$

Or

$(x+1)(x+1)\:>\:0$

The solution to this inequality is {x<-1,x>-1}

The solution is all real numbers except -1

We can rewrite this as x≠-1

The graph is shown in the attachment

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