(q-3/-5)(3q/q-4)

Simple and best practice solution for (q-3/-5)(3q/q-4) equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for (q-3/-5)(3q/q-4) equation:


D( q )

q = 0

q = 0

q = 0

q in (-oo:0) U (0:+oo)

(q-(3/(-5)))*((3*q)/q-4) = 0

(q+3/5)*((3*q)/q-4) = 0

-1*(q+3/5) = 0

( -1 )

-1 = 0

q belongs to the empty set

( q+3/5 )

q+3/5 = 0 // - 3/5

q = -3/5

q = -3/5

See similar equations:

| -2=2w+6 | | x^2+22x+9=0 | | 2x(x+36)-x(x+47)=75 | | 16-y^2=16 | | 25-y^2=16 | | X+(x+2)+(x+3)=102 | | 6a+8=16 | | 2x(x+36)-x(x+47)=0 | | (4w+7)(3+w)=0 | | 0.7*1.2= | | y^2-8y+54=0 | | 5n+5=40-15 | | 6a-8=17 | | 3/5=-2 | | (2a+3b+c)+(a+3b+-4c)= | | 5x-1=25x^2 | | x=-16+-2.333333333y | | 3m+3n=12 | | 43-2x=7-9x | | 6x+14y=-96 | | 204=w+6 | | 15=-2-12 | | 3-2(n-1)=4 | | 5.76+y^2=9 | | 1/8(-4/3) | | 5x^2+1=10 | | 1.44+y^2=9 | | 3.24+y^2=9 | | 2x-15=11x+12 | | 8(x-6)=7x-61 | | 9+y^2=9 | | 1-4(a+1)=7+9 |

Equations solver categories