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ln((x^1)/3)
2;3;2;4;4;1
5;6;2;3;0;0
2*x-(2*(x-1))-1 = 5*x-9;x
x
((ln(x))^1)/3
| Log(x+3)=x | | 6p=-4(p+10) | | 2/3•x=26 | | 2(4n-3)^1/2-1=0 | | 69=x+2x | | G(2)-g(7)=20 | | R=(800-200p)p | | 150=10e^2x | | 114=x+2x | | 9x^2=22x-8 | | 6(2k+5)=42 | | 160-112= | | f+0.2= | | 2sin^2(x)+7cos(x)+2=0 | | 1/6(36x-12)-2x=10 | | 7x-10=6x+3 | | 2x/3=98 | | 47=(7x-3)-(4x-11) | | 2x+4(3x-2)=20 | | .66m-4=14 | | f+2= | | 2sin(x)+7cos(x)+2=0 | | -1+2x=1+2x+1 | | 5.51x+49=30.3601+7x | | 5x+6x-81=7x-102+65x | | 6(-2.5)-5y=10 | | x+2.9=99 | | 5x-7=88 | | -16=9+4b | | 5(3+x)-8x-9=-2X | | .75y-8=1 | | f+0.2=3 |