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(2)^(0.9)
(2)^(-0.54)
(x^2-1)*(x^2+2*x+1)*(x^3+1)*(x^2+1) = 0
1.68 = 1136/X
cos(ln(x^x))
| 3=-6x+7x+10 | | f(x)=17sin^4x | | 4[cos(x)]=0 | | 3x+3=-1x-5 | | (ab^-5/b^2)^2= | | 8x-16-1-4x=0 | | 4(6x+1)-9=24x-5 | | 62-5x=12-10x | | 2x-10=x*24 | | (6x^2+4x-5)-(x^3-2x^2+7x+13)= | | 1=-1x+2x-4 | | z=0.46 | | 1.68=1136/X | | 7x+8+6x=151 | | 6+65x=52x+12 | | 2-n=8-5n+6 | | 6x^2+4x-5-x^3-2x^2+7x+13= | | 5837549784753758747398475938475398475398457394875938457938475394875398475987398744444445893875987x+893485493949349893894893935989489484389994853343543535=3094859809348503948309850349853485309580438+45454459234(76473643476377376+8493898398439x) | | -51=7x+7x+5 | | -(x-10)=1 | | -4(x+4)-8=-24 | | x^3-2x^2+7x+13-6x^2+4x-5= | | 4(7x+7)=140 | | 4(7x+7)=14 | | X-6=5x+30-18-2x | | 7x+63+3x+72=105 | | a=200(0-12)6 | | 10+5x=3x+14 | | 9=36y | | 3(3x+10)=-14 | | Logx=76 | | 7x+63+3x+72=75 |