Matt said 2x-7=2(x-7) has infinitely many solutions. Is he correct? Justify Matt's answer or show how he is incorrect. _

Matt said $2x-7=2\left(x-7\right)$ has infinitely many solutions. Is he correct? Justify Matt's answer or show how he is incorrect. _

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1:
$2x-7+\left(x-7\right)$
2:
$2x-7=2x-14$
3:
$2x-7-2x=2x-14-2x$
$-7ne-14$
4:
$-7+7ne-14=7$
$0ne-7$
The statement is false there's no solution matt is incorrect