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ln(e^(x^2-1))
(3*x^-4*y^5)/((2*x^3*y^-7)^-2) = 0
147/150 = 0
1/6-4 = -13
y/3-1 = 1
| 8(a+2)=21 | | f(x)=xsin^4(pix) | | 4x-28=2(x-7) | | -5(v+4)=-80 | | 0=-8(-10+x) | | 2(4y+7)=30 | | (x+5i)(x-5i)=y | | 100n-0.375=0.1n-0.375 | | (x-3+i)(x-3-i)=y | | x+x-x=4 | | -32+x=-81 | | t=3s+4.52 | | 15x-5=13x+1 | | 2x^2=47 | | 5+2u-3u=-1+2u | | -48=c+71 | | 3x^-4*y^5/(2x^3*y^-7)^-2 | | (4a^2-5a)+(-2a^2+9a+7)= | | -112=-2+2(7x+1) | | 12(3x+5)-7(2x-2)=2x-66 | | (x-7-4i)(x-7+4i)=y | | 64=c+5 | | -x+16-4x=28-4x | | 50=r-17 | | 3(1-7v)=-123 | | 67x(78y)2+66-7=58790 | | -8+-6x+20x^2+15x^3=0 | | (x+4-i)(x+4+i)=y | | 8=4+-2k | | -5(3x-4)=110 | | y=6x+174 | | 67x(78y)2+66-7=55 |