(2^2-3^2-4^2)/(-3)^2

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Solution for (2^2-3^2-4^2)/(-3)^2 equation: 


(2^2-3^2-4^2)/((-3)^2) = 0

(4-3^2-4^2)/((-3)^2) = 0

(4-4^2-9)/((-3)^2) = 0

(-4^2-5)/((-3)^2) = 0

(-16-5)/((-3)^2) = 0

(-(5+16))/((-3)^2) = 0

-21/((-3)^2) = 0

-21/(3^2) = 0

-21/9 = 0

-7/3 = 0

L <> R

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