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(1.06667)^(12)
x+y^2+5;x^2-y^2-9
(x^2+1+3)/(x+3)
x+y^2+5;x^2-y^2-9
3*x+y^2-(3*y)+3;x^2-y^2-9
| 18.2+t=63 | | 4x+2=6(x-3) | | V-14= | | .2(.4y+.3)=.5(.3y)+.41 | | 4x+9x-63=42-8x | | 20=5+4x | | 0.7=0.4+(p)(b)-0.35 | | (6-4x)*(10/3-2x) | | 7(a-5)+16=4(a-4) | | 8x+7x-20=60-5x | | -16t^2+64=h(t) | | 2x+10=2x-6 | | 7y^4-10y^3-8y^2=0 | | (x+8)-6(9x-6)= | | t(h)=-16t^2+64 | | 33-11x=15+7x | | 2+3x=x+3 | | x*y=50-x-y | | X^4-x^2=13x^2+32 | | 16a+9b-3a+7b= | | -3+11y+7=16+15y-20 | | 4x+1=-3x+3 | | 3x+3.7=8.5 | | w+18=78 | | (26x^2-310x+910)=0 | | 3.3+x=0.3 | | 9x+13=-185 | | 2(x-50)^(1/2)=10 | | -17+16-18=18 | | 3x+12=6x+4 | | 5000=x+y | | 2(x-2)+2=2x-1 |