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-19/16 = a/16
(x^5)/sin(x)
k/13 = 3
x^2*((32*x^8*y^12)/4)*y = 0
9*(1/3)*x = 0
| 11x=4-2 | | 3x^2+6x+3=18 | | Ax+bx=dx | | -19/16=a/16 | | -1+4x+x-2=12 | | -84=7x | | .2(x+3)-4(2x-3)=-3 | | 128=8(-2x+6) | | 0.5+3.6=4.2-1.5t | | 0.48-0.18x=0.45x-3.3 | | k/13=3 | | -2=x-7-6x | | 6(4x+6)+4(6x+6)+3=48x+64 | | 40+8v=6(1+7v) | | 2y-7=-19 | | .2(x+3)-4(2x-3)=3 | | 7m-4=-9+2m | | x+6=2x-14+11 | | 32x^8y^12/4x^2y | | 15x+14=4(23x+3) | | -6+12k=-90 | | 2x^2-5=-205 | | 1/3(9x) | | M-4/3-5m-9/7=3 | | 7k+8-k=6 | | -8/9z=32/45 | | -8r+2r=12 | | 5.8-0.32y=-1.48 | | 5+x+x-3=14 | | 5x+3y=360 | | x-2(-5)=8 | | 2x=1p |