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(x^2+x-2)/(x+1) = 0;x
x
(ln(3*t))^4
7*x = 4;x
x
(3-2)^2
x^2+x-2 = 0;x
x
| 0=16+4(n-6) | | 12=3y+3x | | 2(12+x)=2x+24 | | 4n(n^2+5n+6)=0 | | 0.07t=ln(t/10) | | 12*1.05= | | 3mn^4+6mn^4=0 | | 28=4+3(g+5) | | -7(x+8)-45=4-63 | | 13a+14=7a-64 | | 10=4+3(f+2) | | 15(x-9)=-6-9 | | 6x*1oy=10 | | 7(2x+9)=37 | | 43=5x | | 8.3x-15.1=1.5 | | 8w-15w=63 | | -14x-12=-82 | | -q^2+30q=0 | | 3(x+14)=15 | | (-24)+22= | | 5x-y+30=0 | | 58=2w | | 9K^2-21=-11 | | Y=log(x-6) | | 10b+14=5b-35 | | 15x+8=-15x-7 | | 440=x-.15x | | Sin54=4/x | | 2+y-4+y=-3-5 | | 4x+66=7x+16 | | -5(7x+6)+6= |