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75/36 = 0
1/(x^2+1)+x
x+1/(x^2)+1
-1w;5;1;3
(-2*y)/5 = 6
| u=25(343)+199 | | 2(w+1)+4w=-3(2w-1)+8 | | 2w^2-10w-20=8 | | 22x+7-25x=4-6 | | u=6(3n+32)+7(n+1) | | (2x+1)(x+15)=x | | 420/x=.40 | | log(7)(2)+log(7)(x)=0 | | -3(2x-3)+7x=3+3(3x-2) | | 2(x+4)=y | | 6(u+3)=-3(3u-1)+5u | | 6v^2-30v+36=0 | | 36m^2-25= | | 11y=9x-80 | | 3(x-1)-4=-5(-3x+2)-6x | | 9w+12=-3(w+4) | | -3(v-9)=-5v+29 | | 5cos(2x^3)= | | 9w-12w=21 | | 6x+14=8(x+1) | | 2x^2*8x=3 | | 6v+3(v-4)=-30 | | a^4-625= | | -8y+3(y+2)=-14 | | 6+6h=3h-3 | | -19=8x+7(x-7) | | 1/4(16+4p)= | | 2w+8=2 | | -3y-1=5 | | 23x=-38 | | -2y/5=6 | | 6/5=-3y |