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2*x^2+10*x+0*x^3+25 = 16;x
x
1*x^2-(5*x)+0*x^3+4/2 = 0;x
x
4;10;6;10;0;0
(2*sin(2*x))/(x^3)
sin(y/x)
| 3x-56=100+2x | | 2x-22=-x+20 | | 10=18+24n | | 4(x+4)+3=8x+4(x+3) | | 4n/2-3=13 | | (-x-3)(-x-2)=(-x+5)(-2x-3)+21 | | 12x=-(5+3x) | | 21-8x-2x^2=2x^2 | | 5a-3b+6a-4b= | | 0=16t^2-48t-290 | | 8(x-8)=-96 | | 2x+5-4x=11 | | 9x-6=4x-2 | | 2(y-5)=30 | | 6x^4=x^2 | | 3w=5+7 | | 6k+2-3k-2= | | n-4=28 | | (12x)(14i)]-sin(xy)/2.362x | | 0.3(4z+7)+18.9=0.6(4z-5) | | x+47=6 | | (x+1)(x+2)=x+1 | | x-47=6 | | 3/8÷5/1= | | X^2+19x=-82 | | 15c+10=16.45 | | 2x^2-3x+2=252 | | 40.85=8g+3.73 | | 35.71=7g+3.58 | | 2=-6y-4 | | 41.59=8g+3.75 | | -8x+-5y=40 |