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e/5 = 13
e/5-13 = 0
L <> R
| P(x)=2x^4+8x^2+6 | | 0=-3t^2+18t+48 | | 10x+10y+10z=100 | | 4.1x-8.59=7.4 | | 1x+2y=100 | | -5(3-x)+3(5-x)=-(x+27) | | 3(12x+16)=51 | | 1/3(9g-2 | | 132+112+2x+4=90 | | 9/19= | | log-2m=log(-m+1) | | -8=(3/u-5) | | 12+1.5x=5+.75x | | 6x^2=125 | | 4-3+10=x | | -15=7v+8v | | 12+1.5x=5+.30x | | x^2-9=(x-3)(x-5) | | 3x+10+x-15=3x | | 12+4(m-1)=5(2m+3) | | -8.6x+5.5=9.1 | | -8=3/(u-5) | | 7*9/19= | | 2x+7=-33 | | 5y-2x=24 | | x+2e^4x=3 | | -8=3/u-5 | | 39=1-3/10b | | X/4=1.1 | | -3/2y=7/5-5/6x | | x-11/4=3 | | 3x-5+5x+7=90 |