(24-5(-4)-(2-5)^2)/(4-4^2)

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Solution for (24-5(-4)-(2-5)^2)/(4-4^2) equation: 


(24-(-4*5)-(2-5)^2)/(4-4^2) = 0

(20-(2-5)^2+24)/(4-4^2) = 0

(20-(-3)^2+24)/(4-4^2) = 0

(20-3^2+24)/(4-4^2) = 0

(20-9+24)/(4-4^2) = 0

(11+24)/(4-4^2) = 0

35/(4-4^2) = 0

35/(4-16) = 0

35/(-12) = 0

-35/12 = 0

L <> R

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