(3((-4y)/(3-y)))/(((-4y)/(3-y))-4)

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Solution for (3((-4y)/(3-y)))/(((-4y)/(3-y))-4) equation:


D( y )

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

3-y = 0

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

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

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

-4*(3-y)-4*y = 0

-12 = 0

-12/(3-y) = 0

-12/(3-y) = 0 // * 3-y

-12 = 0

-12 = 0

y belongs to the empty set

3-y = 0

3-y = 0

3-y = 0 // - 3

-y = -3 // * -1

y = 3

y in (-oo:3) U (3:+oo)

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

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

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

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

-4*(3-y)-4*y = 0

-12 = 0

-12/(3-y) = 0

-12/(3-y) = 0 // * 3-y

-12 = 0

(-4*3*y)/(-12*(3-y)) = 0

( -4*y )

-4*y = 0 // : -4

y = 0

( 3 )

3 = 0

y belongs to the empty set

y = 0

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