w-2/5w-1/5=5/2(w-3/5)

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Solution for w-2/5w-1/5=5/2(w-3/5) equation: 


w in (-oo:+oo)

w-((2/5)*w)-(1/5) = (5/2)*(w-(3/5)) // - (5/2)*(w-(3/5))

w-((5/2)*(w-(3/5)))-((2/5)*w)-(1/5) = 0

(-5/2)*(w-3/5)+w+(-2/5)*w-1/5 = 0

w-5/2*(w-3/5)+(-2*w)/5-1/5 = 0

(-5/2*5*(w-3/5))/5+(5*w)/5+(-2*w)/5-1/5 = 0

5*w-5/2*5*(w-3/5)-2*w-1 = 0

15/2-15/2*w-2*w-1 = 0

15/2-19/2*w-1 = 0

13/2-19/2*w = 0

(13/2-19/2*w)/5 = 0

(13/2-19/2*w)/5 = 0 // * 5

13/2-19/2*w = 0

13/2-19/2*w = 0 // - 13/2

-19/2*w = -13/2 // : -19/2

w = -13/2/(-19/2)

w = 13/19

w = 13/19

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