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61;8
6*x^4*(x^2+4)*(2*x^2+10*x)*(8*x^3+27) = 0
32;5
27;4
2;3;1;4;0;0
| 2x(10+2x)=3x^2 | | (5+x)2-(3x-4)(5+x)=0 | | 2y+2=34 | | X-2((X+2)+(X-2))=x^2 | | X+6*5x+12= | | 2x-2-5x-10=3x-12 | | 3m^2=6m+5 | | (8x^6)^-1/3 | | x+1/4=7 | | (12x-5)/(5x-4) | | 6(x+5)=9(x+3) | | 5y-3=7-2y | | 9(x-6)=5(x-10) | | 31=0.41ln(x+1) | | 32u+4= | | 502000=16x-534000 | | ln(x)=ln(3)+ln(5)-ln(x) | | 6x+5y=156 | | x+49=5x+17 | | x+(x+15)=35 | | 9k+-3s= | | P(x)=3x+200 | | cos(2x)+cos(3x)-cos(4x)=0 | | 2(x+3)-5=4x-(x+3) | | 2y+12=7y+26 | | 4b^4-30b^2=54 | | 3x+2=-x | | 8w-5=9w-1 | | Y/310 | | 7b(2-4*5)-32=6(2b) | | 3q^2-36q+7500=0 | | 2x+4+2x+9+x=180 |