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#1

$Formula: 4*9^2+4*\sqrt{9}+\sqrt{9}^2=324+12+9=345$

$Formula: s^2+\sqrt{s}-3(\sqrt{s})^2+4\sqrt{s}^2-5*\sqrt{s}+3*s^2 = 4s^2 - 4*\sqrt{s} + s$

$Formula: 4*9^2+4*\sqrt{9}+\sqrt{9}^2=81+12+9=345$

$Formula: s^2+\sqrt{s}-3(\sqrt{s})^2+4\sqrt{s}^2-5*\sqrt{s}+3*s^2$

$Formula: 5*\sqrt{a}+a*5-a+6*(\sqrt{a})^2-\sqrt{a}^2 = 5*\sqrt{a} + 4a + 6a - a = 5*\sqrt{a} + 9a$

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