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(y^2-y^1)/(x^2)-x^1 = 0
1-(2/t)-(35/(t^2)) = 0
b/r-(t/r) = 1
d^-8*((15*d^-5)/5) = 0
9;10;5;8
| 15x^2-12x+Mx+4=0 | | x^2+20x+200=0 | | (y2-y1)/x2-x1 | | y=-16x^2+64x+10 | | 7=5(n+9) | | b+4=0 | | 0-2=1 | | 6-2z=-4 | | 1-(2/t)-(35/t^2)=0 | | Ln=1.6873 | | -200x*2x= | | 2x+5=+15+4 | | e=1/6πv^2r | | q=a((5.3)) | | 6x=y^2-6y+39 | | (X)48=-18 | | 9p-22=-31+8p | | 24-(15x-1)= | | -7(15+h)=56 | | 2(-3x+4)-x=1x | | b/r-t/r=1 | | 4x-2y+8x=10y | | 8(3c-9)= | | ((3v^4y^5)/(15vw^2-9v^4)) | | 2.5=-0.2x(x-13.5) | | 5(p+8)= | | -0.2x^2+2.7x-2.5=0 | | x+y=3y-10 | | z^6+iz^3+i-1=0 | | 150=50x | | 195=39x | | 5(x)+5(x+3)=225 |