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1*x^3-(7*x^2)+8*x+16 = 0;x
x
x+5 = 2*x-x-19+24;x
x
4.6*x
32/3 = x/3.3;x
x
ln(1)
| 5x+(9x+2)=180 | | y=0.15(75) | | 9+-3y=4y+2 | | 18n/36n | | -d+e=-5 | | 1/2cos^2x | | 19/5=n/17 | | lnsqrt(x)-ln(x+1)=lnx | | 5x+16x-5+15x=180 | | 7x+8x-3x-5=67 | | 5x+16x-5+15x= | | ln(1)=x | | 11x-3(4x-7)=2(x-3) | | 5k^2-12k+14=0 | | 13-b/6=2-.50b/4 | | -19=-6 | | y+0.1=-2.4 | | 8x-6(x-1)=12 | | (x)+(x+1)+(x+3)=135 | | (M+.25)(m-.4)=0 | | (2n-5)(n^2-6n+9)=0 | | 10x^2+20=43x-8 | | sin(x+4)=20 | | 104r+36=12r^2 | | Tan^4(2x)=9 | | A^2-a=30 | | 6d-1=9d^2 | | -63=4y(y-8) | | log(10x)=4 | | 162b^3-8b=0 | | 60a=44a^2-8a^3 | | 8n+17=9n+-8 |