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(x^-9)/8
(7^x-1)/x
x*sin(y)
5*x^-2
x^2*(x+10)-x-10 = 0;x
x
| 3x^3-12=567-x^3-5x^3 | | y=4(1.25)x | | X-54=100 | | -5h+(-2)=(-8) | | 13-9p=-19-p | | 5x+1=7(x+1) | | 18=3x-12x | | 40=7r+5 | | y=1/2sin2θ | | -2(3x-8)=4(5x+3) | | 4x-5x^2=-12 | | Q^2+16=0 | | h=-64t^2+qt+g | | .025x+3.4=-7 | | ln(0.1)=x | | 27=-q/4.3 | | 1.09=2x^2 | | 6x+10=5x-12 | | 7(x-3)+x=3 | | 2(-1)-7=-2(-1)+1 | | 3(x-h)+k=18 | | t=35/14 | | 4(h-5)=19 | | 2106/27=y | | 5m-5=8-8m | | (3x-1)=4x+8 | | 7x-51=61 | | x^2-18-2x=0 | | 6(2x)-3=22x+2 | | 3x+43=26x+6 | | X^2-3y+12=0 | | x+x+x+x+x+x+x+x+x+3=49 |