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ln(64*sin(x^2))
1/(x^2)
9;14
(3*x^2+2*x+5)*(2*x^2-x+4) = 0;x
x
1;3;3;4;2;1
| 2+4=6+2 | | 5(a-6)+2q= | | -4x+3(2x-5)=32 | | 4=3/5x | | -13x+2(4x-5)=-19-4x | | 5R-8=4R | | 2x-6(-x-16)=40 | | X^2-.5x=7.5 | | 18k^2-33k+14= | | Nsquared+15=64 | | 5xr=95 | | 6/x-(9/x^2)-1=0 | | 3x/3=36 | | 7+8n=13+4n+5n | | X-0.5x=1.7 | | -3x-2(x-13)=-29 | | 7+8n=13+9n | | 17/20=x/60 | | 8x^2-13x+6=0 | | 2(3k-4)= | | x-1=3y-3 | | y=2-3/4x | | (6/x)-(9/x2)-1=0 | | -7x-2(x-2)=11 | | 5x-4=20x^3-16x^2 | | 6-(2z+5)=7-z | | -7x-2(x-2y)=11 | | 18k^2+15k-12=-2 | | 6/x-9/x2-1=0 | | 50(2a+3b)= | | 5.2x-7.28=0 | | 28+9h=2h |