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tan(x)+ln(x)
13/2-(y/4) = x
26/4-(y/4) = y
4;19;3;8;0;2
50431;6
| 20-2+x=10 | | 6=-1+x | | 8(2x-12)=6(x-3) | | 13/2-y/4=x | | 26/4-y/4=y | | x^2+2xy+y^2+2x+6y+1=0 | | 2(4k-2)-2k=5k-2 | | (x-6)*lnx=0 | | 2(4k-2)-2k=7k-2 | | 2(4k-2)-2k=8k-5 | | 2(4k-2)-2k=5k-4 | | 2(4k-2)-2k=4k-6 | | 2(4k-2)-2k=4k-2 | | 2(4k-2)-2k=2k-4 | | x-(7-2x)=0 | | 7x-5+2x=35-x | | 7x^2+6=-43x | | 2x^2+15x-20=0 | | 5v-7=14 | | 4f+9=2 | | y^3-y^2+y+1=0 | | ln(x+3)+ln(x+1)=ln(x+13) | | 3f+7=12 | | k^2=12k-32 | | X^8-15=6 | | -6+15y=6x+15 | | -6+15y=6+15x | | 0,7=(162,4^2-156^2)/(162,4^2-x^2) | | log(1/6)(4-x))=-1 | | 12+20y=-14x-69 | | (x^3)+-21600x=-540000 | | 4+3y=7x-3 |