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28/44 = 0
(x^2-(21*x)+6*x^(1/2))*sin(x)
x^2+1;x+1
(ln(1-(2*x)))^3
6*x-2 = 4*x-8
| 502(x+3)+3.7(2-x)=3 | | 1/8*1/3=x | | (c^2+c-1)(c^2+7c-9)= | | 2x-3=-2x-7 | | 1/3+1/2=x | | 2h+9=61 | | (2-8i)(4+I)= | | f(x)=6x/5x-25 | | 6+(-20)=0 | | 6.15x+4=37.8225+2x | | 2r+8r+8=0 | | (8w)(4w^8z)(0)= | | 2x-3=12x-7 | | (-6+5i)-(7-5i)= | | 6.15+4=37.8225+2x | | 3y^3/4b^3y*10b^2/y | | 0=b^2-8b+115 | | h/9=64/72 | | 1/3*1/2=x | | 54=-2(1+4m)-4(1+3m) | | [v+2]-30=11 | | fx=21+20x-x^2 | | -7x+4(x+3)=39 | | 0.40=Log(y) | | [v+2]-30=-11 | | (20-x)+(2x-19)= | | (5x/9y)*(18y/20x) | | -4(6n-4)+8(1+4n)=0 | | a=q-z | | .4=ln(y) | | b=a+17 | | (4x-3)-(2x+4)=0 |