15-4/(05-13)-10/2-8-(-9)^2/9(2^2)+(8-2)^2

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Solution for 15-4/(05-13)-10/2-8-(-9)^2/9(2^2)+(8-2)^2 equation: 


(8-2)^2-(4/(5-13))-(10/2)-((((-9)^2)/9)*2^2)-8+15 = 0

(8-2)^2-(4/(-8))-(10/2)-((((-9)^2)/9)*2^2)-8+15 = 0

(8-2)^2-(10/2)-((((-9)^2)/9)*2^2)-8+1/2+15 = 0

(8-2)^2-((((-9)^2)/9)*2^2)-8-5+1/2+15 = 0

(8-2)^2-((((-9)^2)/9)*2^2)-8-9/2+15 = 0

(8-2)^2-(((9^2)/9)*2^2)-8-9/2+15 = 0

(8-2)^2-((81/9)*2^2)-8-9/2+15 = 0

(8-2)^2-(9*2^2)-8-9/2+15 = 0

(8-2)^2-(4*9)-8-9/2+15 = 0

(8-2)^2-36-8-9/2+15 = 0

(8-2)^2-81/2-8+15 = 0

6^2-81/2-8+15 = 0

15-81/2-8+36 = 0

15-8-9/2 = 0

15-25/2 = 0

5/2 = 0

L <> R

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