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abs(x-5) < 3*x-4
abs(2*x-1)+2*x = 6
(x+1)^2
1/((x+1)^2)
(2*x)/((x+1)^2)+x^2
| 6T+10Y= | | (2x+20)+(3x+30)=180 | | -2y=1-9 | | 57h=k | | 3x-5/4=2 | | -2x+3x+4=-5 | | 3*x-21=-(x/2) | | =20log(4.5) | | 3*x-21=-x/2 | | 7-4y+2x-1-3y= | | 5+n-3=6 | | 1/4x^2-4x0 | | 7/16y=13/8 | | y-0.56y=1.16 | | 0.6x=0.5x+25 | | s(t)=(2t)/(3t-5) | | 2t/(3t-5) | | y-9/16y=13/8 | | =20log(1) | | 4x^2+79x+16=0 | | x=(9+8x) | | 7x+5-3x=4x-8+5 | | x=(8x+9) | | x(1+x)=0.116 | | 26-y=4x+2y | | -8(3x-2)= | | x=65.88-(x*.08) | | x=2250.86-(x*.08) | | x=2474.38-(x*.08) | | x=164-(x*.08) | | x=152.1-(x*.08) | | x=1953.78-(x*.08) |