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8*x^5+4*x^3+8*x^2;x^4
8*x^5+4*x^3+8*x^2;x
3*ln(x-1)
1*sin(x)*cos(x)+((1*sin(x)*cos(x))^2+1*2*(cos(x))^2)^(1/2)
1*(1*sin(x)*cos(x)+((1*sin(x)*cos(x))^2+1*2*(cos(x))^2)^(1/2))
| F(x)=4x^2-16x-15 | | 4v+5u+4u= | | 5p-1=28 | | 10(s-4)=-145 | | 7-11x+2xsquared=0 | | 5(2q-1)=3q+9 | | 15x+4y-5z=10 | | 3v+15=-4v-32 | | 36c2/9c | | 2y+18=34 | | 3(x-8)=x+8 | | x-(0.30x)=3.5 | | (n+6)(n+6)=0 | | -4x-24=10x+32 | | 12x+3=2x+28 | | -6(k+5)-(-7k-7)=-3 | | tan(x)=.26 | | 5w-16=29 | | 7x-48=3x+4 | | -1x-0.30x=3.5 | | g/8-2=13 | | x^2+x^2+6x=360 | | 8(4x-1)=4(8x+7) | | 3(2D-1)-2=4(D-2)+5 | | 9x-56=25 | | -(7x-1)+4x-2=-1 | | -1x-0.03x=3.5 | | (8x-2)(10+2x)=0 | | 13c+12=11-26 | | (y-1)2-20=0 | | b/4-1=(-7) | | 26x+24=180 |