[tex]\displaystyle\bf\\y=x^{2} -5\\\\1)\\\\y=0\\\\0=x^{2} -5\\\\x^{2} =5\\\\x_{1,2} =\pm \ \sqrt{5} \\\\\boxed{\boxed{x_{1} =-\sqrt{5} \ \ ; \ \ x_{2} =\sqrt{5} }}\\\\\\2)\\\\y=4\\\\4=x^{2} -5\\\\x^{2} =9\\\\x_{1,2} =\pm \ \sqrt{9} =\pm \ 3\\\\\boxed{\boxed{x_{1} =-3 \ \ ; \ \ x_{2} =3}}\\\\\\3)\\\\y=-5\\\\-5=x-5\\\\\boxed{\boxed{x=0}}[/tex]
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[tex]\displaystyle\bf\\y=x^{2} -5\\\\1)\\\\y=0\\\\0=x^{2} -5\\\\x^{2} =5\\\\x_{1,2} =\pm \ \sqrt{5} \\\\\boxed{\boxed{x_{1} =-\sqrt{5} \ \ ; \ \ x_{2} =\sqrt{5} }}\\\\\\2)\\\\y=4\\\\4=x^{2} -5\\\\x^{2} =9\\\\x_{1,2} =\pm \ \sqrt{9} =\pm \ 3\\\\\boxed{\boxed{x_{1} =-3 \ \ ; \ \ x_{2} =3}}\\\\\\3)\\\\y=-5\\\\-5=x-5\\\\\boxed{\boxed{x=0}}[/tex]