((24x)/(884-24x))=1

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Solution for ((24x)/(884-24x))=1 equation: 


D( x )

884-(24*x) = 0

884-(24*x) = 0

884-(24*x) = 0

884-24*x = 0

884-24*x = 0 // - 884

-24*x = -884 // : -24

x = -884/(-24)

x = 221/6

x in (-oo:221/6) U (221/6:+oo)

(24*x)/(884-(24*x)) = 1 // - 1

(24*x)/(884-(24*x))-1 = 0

(24*x)/(884-24*x)-1 = 0

(24*x)/(884-24*x)+(-1*(884-24*x))/(884-24*x) = 0

24*x-1*(884-24*x) = 0

48*x-884 = 0

(48*x-884)/(884-24*x) = 0

(48*x-884)/(884-24*x) = 0 // * 884-24*x

48*x-884 = 0

48*x-884 = 0 // + 884

48*x = 884 // : 48

x = 884/48

x = 221/12

x = 221/12

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