((4x+7)/11)+((2x+5)/7)=2

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Solution for ((4x+7)/11)+((2x+5)/7)=2 equation: 


x in (-oo:+oo)

(4*x+7)/11+(2*x+5)/7 = 2 // - 2

(4*x+7)/11+(2*x+5)/7-2 = 0

(7*(4*x+7))/(7*11)+(11*(2*x+5))/(7*11)+(-2*7*11)/(7*11) = 0

7*(4*x+7)+11*(2*x+5)-2*7*11 = 0

50*x-154+104 = 0

50*x-50 = 0

(50*x-50)/(7*11) = 0

(50*x-50)/(7*11) = 0 // * 7*11

50*x-50 = 0

50*x-50 = 0 // + 50

50*x = 50 // : 50

x = 50/50

x = 1

x = 1

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