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(ln(sin(3*x)))^2
((3/x)^1*sin(x))/2
((3/x)^1)/2
1/((x^2+x)^(1/2))
4*y-2*x;1*x+2*y
| 4n+22.95=4+2n+3(22.95) | | 5(4d-4+d)-6d= | | 6k-(3k)-4= | | 1y+3=1 | | 0.06+4a=0.90 | | 4cos^2(2x-pi/6)-3=0 | | 3/7×28= | | 0.8x+7.1=-4.74 | | (X+7)(x+4)=100 | | 3(3a+4)-9(a+5)=a+8(a-3) | | -3x+6(7x+22)=-24 | | 0.3x+0.03x+0.003x+0.0003=3 | | w^-3/w^-7 | | X^3+15X^2-125=0 | | 3X+3-10=1 | | 4r-6=3r | | s+7.6=8 | | 3(x+6)-6= | | 6n^2=-240+78n | | 7n-17=5n-7 | | 10=7(x-5)+2x | | 17-5(2x+3)-2(4x+7)= | | 4-10d=-8 | | p+2.1=6.3 | | 9p+27p^2= | | 3x^3-14x^2+19x-12=0 | | 2x+6=5x+8 | | 3g+2-4g=10 | | 3=-5y+3(y+3) | | 4(u-4)+8u=-4 | | 7.1p+2.5-1.6p+2.4=-0.6 | | 3x=(4x-25) |