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L = 200/540
200/540 = 0
((1/7)*X^2)/9 = 0
(1/6)*x = 7/6
x^2-6*x+8;x-4
| 7*(x+2)+4*(x+3)=3x+1 | | 4m^2=-32m | | sin(2x)+cos(3x)=1.5 | | L=200/540 | | 6b^2-2b-4=0 | | 200/540 | | 1/7X2/9 | | 30-5x=4x+19 | | 1/6x=7/6 | | (x)(y)10=4000 | | -1.5=0.5x | | 120-20p=-30+30p | | 10-p=-5-2p | | -10-p=-5+2p | | 6(w-2)+5=(4w-3) | | -12n+12=-8n-8 | | 5/6=1/3x | | -x^2+3x=64 | | f=1/8k(d-n) | | H(t)=-162t^2+112t | | sqrt(3y+13)=sqrt(y+7) | | sqrt(8y+1)=sqrt(4y+9) | | sqrt(2y-1)=sqrt(5y-10) | | 3x^2+10x-14=0 | | 2x-5+3x=7x+5x-5 | | 4y+5-4y-5=0 | | sqrt(3y+13)=sqrt(y+5) | | X+(X(0.06))=1080.03 | | sqrt(8u+3)=sqrt(6u+13) | | 42-5x=15x+62 | | 16/y-2=4 | | (6y^3-4y^2)/2y^2 |