abs(-4-4u)/(4-3u)

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Solution for abs(-4-4u)/(4-3u) equation: 


D( u )

4-(3*u) = 0

4-(3*u) = 0

4-(3*u) = 0

4-3*u = 0

4-3*u = 0 // - 4

-3*u = -4 // : -3

u = -4/(-3)

u = 4/3

u in (-oo:4/3) U (4/3:+oo)

abs(-(4*u)-4)/(4-(3*u)) = 0

abs(-4*u-4)/(4-3*u) = 0

abs(-4*u-4)/(4-3*u) = 0

u in (-oo:+oo)

abs(-4*u-4)

-4*u-4 >= 0

-4*u-4 >= 0 // + 4

-4*u >= 4 // : -4

u <= 4/(-4)

u <= -1

u in (-oo:-1>

(-4*u-4)/(4-3*u) = 0

u in (-1:+oo)

(-(-4*u-4))/(4-3*u) = 0

abs(-4*u-4)/(4-3*u) = 0


/
| (-(-4*u-4))/(4-3*u) = 0 i u in (-1:+oo)
| (-4*u-4)/(4-3*u) = 0 i u in (-oo:-1>


u in (-1:+oo)

(-(-4*u-4))/(4-3*u) = 0

(4*u+4)/(4-3*u) = 0

4*u+4 = 0 // - 4

4*u = -4 // : 4

u = -4/4

u = -1

(-1:+oo)

u in (-oo:-1>

(-4*u-4)/(4-3*u) = 0

-4*u-4 = 0 // + 4

-4*u = 4 // : -4

u = 4/(-4)

u = -1

u = -1

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