Log((r^9)/(s^4))

Simple and best practice solution for Log((r^9)/(s^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 Log((r^9)/(s^4)) equation: 


(((y^2-y-12)/(4*y))/(y-4))/8 = 0

Y = -2*cos((11*pi)/4)

Y = -2*cos((5*pi)/2)

Y = -2*cos((9*pi)/4)

2*(x-2) = 2/3

See similar equations:

| (3y-3)(y+4)= | | (3y+3)(y+4)= | | x+14+x=62 | | ((4x)(4x))-200x=1800 | | x+14-x=62 | | (y^2-y-12)/(4y)/(y-4)/8 | | x+x=62 | | (4m-7n)(9m+3n)= | | 4x+5+6x=32-x+6 | | (x-4)(x^2-9i^2)=0 | | 4x-36=96 | | (x+15)+(x+15)+x=180 | | 5x^2=1-6x | | 3x+1y+1z=20 | | 0=8x^2+126x-35 | | 5r+8l= | | Y=-2cos(3pi) | | Y=-2cos(11pi/4) | | in^6+in^5= | | Y=-2cos(5pi/2) | | Nsquared-2n=-24 | | Y=-2cos(9pi/4) | | 2(x-2)=2/3 | | 14=8n-n | | Y=-2cos(7pi/4) | | Y=-2cos(5pi/4) | | Y=-2cos(pi) | | Y=-2cos(3pi/4) | | 11=-2x-7 | | Y=-2cos(pi/4) | | Y=-2cos(0) | | Y=-2cos(-pi/0) |

Equations solver categories