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81/99
(1*(4/5))/12
(20*(72/5))/27
(11*(1/33))/2
(27*(4/15))/1
| (cos^4xsinx)/(sin^4xcosx)= | | 7x=3/11 | | 7x=-3/11 | | 27+6x=4x+11 | | 12(v+1)-4v=4(2v+3)-21 | | 4r=-9 | | 8-7x-3=-33+3x-12 | | 4/5*1/12 | | 62=75-6ln(t+1) | | 2/3s-1/2s=8/3 | | x^2-3mx+9n=0 | | 72/5*20/27 | | 8t^2-15t+6=0 | | 2x-12=6-x | | -6(v+2)+4v+5=6v+7 | | 4x^3+20x^2-32x=180 | | 1/33*11/2 | | 4/15*27/1 | | 4x^3+20x^2-32x=32 | | 2/9*4/7 | | 8+2n-3=5n+10-2n | | 2a-6=4a | | Y=x+10-2x | | 9x^2+16x-357= | | -6.6=2.4-3y | | 9x-4=27x+28 | | 11(t-6)+7t=6(3t+2)-9 | | 4x-2=4x-6 | | x^2+4y^2+5y+4=0 | | 4(2x+8)=-38+30 | | 11.3+x-7.1=4.9 | | 8-5w= |