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(sin(x))^(x^(1/2))
6*x = (42*x)/7
((a^2+x^2)^1)/2
((x^2)^1)/2
x^2
| 6x=42x/7 | | -3x-2x+8=-2 | | D=1/2n(n-3) | | 3y^2-2=98 | | 3x+2y+iz= | | X+36x-2=85 | | 4z-6=6(1z+2)+8 | | 3x^2-18=9-x^2 | | 3v+6v=-15+12 | | 9=-18+x | | 4f-8=4 | | 20x-4(0)=52 | | 6ab= | | 15y^4-20y^3=0 | | -(5/9)*(x-9) | | -2a^2b-3a+2+5ab-8a+15+18ba^2-14a= | | 12.8/64 | | 11.25x+14=5 | | 5n-3-n=6+4n-9 | | 34x-6=12 | | 68x/(-17/9) | | 9x-2+11x+8=126 | | 3/x-2=7 | | 5+3=153 | | x+y-10=0 | | =-2a^2b-3a+2+5ab-8a+15+18ba^2-14a | | xsquare+6x+3=0 | | -8-6y+2=-2(3y+1) | | 3.2(6m-3)+2m-5.6=12+7.6m | | 2(3x)-7=3x+2 | | 2y-7=3x+2 | | 6-3(4-6)=-24 |