((4w-19)/2)+((w+1)/10)=-1

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Solution for ((4w-19)/2)+((w+1)/10)=-1 equation: 


w in (-oo:+oo)

(4*w-19)/2+(w+1)/10 = -1 // + 1

(4*w-19)/2+(w+1)/10+1 = 0

(10*(4*w-19))/(2*10)+(2*(w+1))/(2*10)+(1*2*10)/(2*10) = 0

10*(4*w-19)+2*(w+1)+1*2*10 = 0

42*w-188+20 = 0

42*w-168 = 0

(42*w-168)/(2*10) = 0

(42*w-168)/(2*10) = 0 // * 2*10

42*w-168 = 0

42*w-168 = 0 // + 168

42*w = 168 // : 42

w = 168/42

w = 4

w = 4

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