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340/35 = 0
(sin(x))^8
((27*a^3*b^3)^2)/3 = 0
0.55 = -1/x
(4*x^2)/4 = 0
| .40/35 | | r(x)=3x^2-5x+5 | | (27a^3b^3)^2/3 | | 1(2x-4)+1(3x+5)=4(2x-4)(3x+5) | | -23+168=76 | | x+2x+(5x+1)=17 | | -2+4=-4+26x | | 27a^3b^3)^2/3 | | 2x-(5-6x)=40 | | 0.55=-1/x | | z+4=22 | | 0.3x-5.5=0.2+2.6 | | y=3.5x+1.5 | | 3(x+3.26)=2x | | 4x=10.6 | | -5x+9=-4(2y+3) | | 4=10.6 | | -(x-7)-25=32 | | 3x(x+3)-8(x+2)=3(x+2)(x+3) | | 4x^2/4 | | 4n-12=5n-3 | | 8*(5+4)*3= | | 3z/10-5=-1 | | -9(x-3)-10(x+8)=4(x+8)(x-3) | | 2(5x+1)+4(6x+9)=208 | | x+2x+(x+16)=60 | | 19-x/2=4 | | 1/4x=5/12 | | -12z=3 | | x+2x+16=60 | | 1/2(x)-400=.6x-200 | | 4x^2+6=62 |