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1*x^3+1*x^2-(17*x)+15 = 0
Y = (3/2)*x-(3/2)
x^3*((3*((15*x^5)/y)*y)/5) = 0
k^5*((36*k^3*m^4)/30)*m = 0
4*x^5-3*x^3+2;x-3
| 5x+5=-65-5 | | X+-2=-1 | | -x^2-6x-1=0 | | 18x^2-121=0 | | 4(x-2)-9=3(x+5) | | 2*x=90 | | -5=r-7 | | Z^5+243=0 | | 6xa=9+9 | | Y=3/2x-3/2 | | (X^5)+(X^4)-(2X^3)-(10X^2)+(X)+5=0 | | -4x^2-2=0 | | x=-3y^2-12y-5 | | 5x=3z+8 | | 120=(3x+6)(x+4) | | 9+z=12 | | Y=g(nx) | | 9c*7e= | | 8+z=12 | | 4-12x=15+x | | 4+12x=15-x | | (d+2)(d+5)=0 | | 5x(y-x)= | | 9=5(v+5)-7v | | 15x^5/y*3y/5x^3 | | 36k^3m^4/30k^5m | | 4(2-3)=14 | | (4x^4+9)=4x(x^3+6) | | 3(r+1.8)-8r=8.8 | | (3*(1+3x))-(4*(2-4x))-(5*(1-5x))-15=0 | | N=24-9n | | (3*(1+3x))-(4*(2-4x))-(5*(1-5t))-15=0 |