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(x^3)/(x+1)
ln(x)
2*x^3-(13*x)+0*x^2+10 = 0;x
x
1-(3*cos(x))
15;8
| 5x*(5y+5z)= | | 3x-21=3y | | 3ex+2=9 | | 5x/46 | | 53.3=((2x)^2)/((.600-x)^2) | | 6=2(x+2) | | 2-3(-4)=14 | | m^2xm^6/m^3 | | 5y-7x=26 | | 53.3=(2x)^2/(.600-x)^2 | | 6x-4x-2x=3+12 | | log5/log3 | | -4(2t-5)+6t=5t-2 | | 0.007+0.03=0.1 | | 1-p=12*p^2 | | (3x-2)=2x+3 | | 3m+4n= | | 2/x-4/5=3/x | | f(x)=[[5.8]] | | -10n+3(8+8n)=12(2k+12) | | 5t+11=2t+2 | | (-7x)=-35 | | .45x+.1x=x-18 | | 85x+39=-15x-17 | | 3z+y=81 | | 7y+x=3.74 | | 7x+5y=-89 | | 3x-12=72 | | .05x=2 | | -2x^2+7=3 | | cosA=0 | | 1.5+.1x=.8x-11.8 |