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We define xxxx...=3x^{x^{x^{x^{...}}}}=3xxxx...=3
y=444...y=\sqrt{4{\sqrt{4{\sqrt{4{\sqrt{...}}}}}}}y=444...
z=5+5+5+...z=\sqrt{5+\sqrt{5+{\sqrt{5+\sqrt{...}}}}}z=5+5+5+...
If x3+y+z=a+bcx^{3} +y+z=\frac{a+\sqrt{b}}{c}x3+y+z=ca+b find a+b3c\frac{a+b}{3c}3ca+b
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