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x in (-oo:+oo)
(w/5)*w^8*((7*z)/4)*z = 0
7/20*w^9*z^2 = 0
x należy do R
x in (-oo:+oo)
| -5y-t(-6-2y)=0 | | 7-2x-(1-3x/7)=2-(2x-1/3) | | 2x+10=2x-19 | | 5(6+2)=m | | 5=4y-3y+3 | | 5(6)+5(2)=m | | 225=x-x*.2 | | 2x+10=-3x-19 | | 10y-5=9y-1 | | -5x^2-6x-8=0 | | (9x)-5=7y | | 8(v+2)-4v=2(2v+1)-7 | | 6=a-7a | | Xy=999 | | x+(x*.10)=500 | | 2=1/4p | | 74-4w=-4+6w | | X-7/9 | | 5x+5=32+3x | | (X^3-y)/x-y | | 9x=7y-5 | | 21+4(2n-15)=1 | | y=(4x^2+8x-8)(4x+5) | | 4*32=m | | 0.5x^2+50=0 | | 2/5=5/x | | 1.2y+4x=28 | | 16-5*3=m | | 11*2+1=m | | 8(-x-4)+12=-52 | | 8e^11x=41 | | 72=vt-16t^2 |