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3^cos(ln(x))
92 = (23/20)*x
2*x^2*e^x
(x^2)/(0.1-x) = 0.11
(t^-2)/3 = 3
| (5-5)(3-5)=m | | h=64+80t+-16t | | (8t-3)=(t+1)+6 | | -2=7-3x | | 92=(23/20x) | | X^2+10+13=0 | | tan(3x+10)=cot(5x) | | Tan(X)+2sin(X)=0 | | 8+3(x-1)=1-9(x-2) | | 0.55(f-32)=-62.1 | | 6x+9-x=0 | | 80-5k=2k-40 | | (1)=-x^3+(-x) | | 2(x+7)+3x=2 | | 2(6x-8)-3=12x-19 | | 90+.40x=50+.80x | | 2(6x-8)-3=12x-9 | | 8+5(x-2)=8-9(x-1) | | (x^2)/(0.1-x)=0.11 | | x^3+15x-2=0 | | 5x+18-7=x+6 | | F(x)=6x^3+41x^2-9x-14 | | 36+p-6=6p | | t^-2/3=3 | | .3t+4=19 | | 4x/x^1/3 | | 0.04x+8=200+900x | | 0.04x+8=200x+900 | | 7.3+2.5x=12.4x+1.5 | | 0.04(y-2)+0.14y=0.02y-0.3(20) | | 16+8r+5r-13=15r+10-2r-7 | | 3(w-4)=2(3+w) |