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12/25
(3*7-(3*3^2))/(3^2-6)
ln(x/4+1)
1*x^4+3*x^2+4*x+0*x^3+0 = 0;x
x
1*x^3+3*x+0*x^2+4 = 0;x
x
| 6X+8-4=10x | | 4/5x2/4 | | 3x^2+3.83x+2=0 | | 8u^2-20u/4u^2-28u | | 6k-1=0 | | H(t)=5t+30t+12 | | 0.031=0.82*h | | 4a+a=-1+4a | | 6p-6-5=-17 | | (1/3)x(1/4) | | 0=12000/x^2 | | 7g^2-2g+10=0 | | 2x+6x+8=4x-2x(x-2) | | 7(m-6)m=8 | | 20.x/5=1600 | | v=1/3B*h | | 51+-1y=760.5+-1y | | n-4/-10=-1 | | 72r^2+35r+3= | | (7-9(ln(x)))/((x)^(2))=0 | | -2+x=16 | | X^2+3x-4=67 | | f(-5)=5x+13 | | (7-9(ln(x)))/((x)^(2)) | | 17-x=68 | | 63=5/8x | | 1/3-2/3R=1 | | X-6+7h=42 | | 52+46+x=180 | | x+(5x+46)=14 | | 11t-6t=10 | | 4w+w-2w+2=11 |