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(10*a^2-a^4-16)/(a^2)
(x^3+2)/x
cos(x)-((1/3)*(cos(x))^3)
x^2+2/x
x-5 = (1/3)*x+1;x
x
| -3(2s-2)-6=-3(5s+0)-5 | | s^2-5s+6= | | 16d=20+15d | | 34-3w=100-9w | | 6/1/12 | | 8l+207=6l+185 | | 4w=24+w | | F(x+4)=3(x+4)-9 | | f(14)=15(14)-1 | | 6x+157=3x+127 | | 0.75x+0.05(10-x)=0.10(-51) | | 100-3a=38-a | | 0.75+0.05(10-x)=0.10(-51) | | 24y^2-72y+54= | | 2(t+2.5+10)=115 | | v=(bh)/3 | | 7y-10=3y-8 | | 2(t+2.5+10)=110 | | (-2)x^3= | | 8y+6=7y+8 | | 7(y-9)+1=4(3-X) | | sin(35)=18/x | | f(x)=-10x^3 | | 3x-10=-7y | | 8y-5=6 | | 3x-10=15-x | | 12=-2/7x | | 10-(10x-14)=2*(10-x) | | 6x-52=2x-8 | | x^4+2x^2-16x+12=0 | | 5/12-(7/36-11/30) | | 6k^2+7k+2= |