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(A^2)/a-a-b+(b^2)/b = 0
A^2*a^-1-a = 0
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x in (-oo:+oo)
| 16x+24=24 | | 1.5x-4.7=2.8 | | x/2-x+2/11=4 | | 8-4(6x+3)=5 | | 8x-24=-8 | | G(x)=3x(x-6)(x+4) | | 2-4(3-8x)=0 | | 3(2y+9)=3 | | 2-5(6x+8)=4 | | 2z+1=9 | | x+4y=400 | | 2/5w-6-7/5w | | 2(x)+3=33 | | 2(15)+3=33 | | 7x-10x=12 | | 7x+26=2x-34 | | 24+2y-7=11y-13-3y | | (a^2-5a-42)/(a-9) | | (16x12y-18)3/2 | | 4+5=43 | | =2(86)+2(105) | | y=4x^3+x+7 | | -6+k/10=-1 | | 6(y+7)=72 | | 3x+2y=450 | | 2(y+7)=30 | | 4(3y-5)=-2-8 | | x-8.6=-4.9 | | 169x^4-104x^2+16=0 | | -7x-17=-150 | | 2x^2-11x-63/2x+7 | | 6p-15=3+3p |