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v-(u/18) = 0
v-1/18*u = 0
x należy do R
x in (-oo:+oo)
| (4x)+(7x-20)=90 | | Z+4(2z+3)=0 | | 2(y+4)=-6 | | ln(x-4)=1.1 | | (M/11)=50 | | (7/8)m=(1/3) | | 1/8v-1/4 | | 6/7y-1=47 | | 15y-6=19y+10 | | 4(2-2y)+3y=3 | | x+10y=15 | | 21=3w+4w | | -4w-16=-7w+8 | | 3+8*7= | | 28x-8=5x+12 | | ((x^2-4)(x-5)^2)/((x-2)(x-5)) | | 4x-17=39 | | 40=6v-v | | 198x+74=756 | | 38=16x+1 | | -6w+45=7w-7 | | 6z-12=z+3 | | 6/36= | | 4x-8=-3-x | | 30u^2w^4x^7+18u^9w^9= | | (2/5)k=(7/12) | | m+4=9-2m | | 44+12=4 | | 66-5=11 | | 17-8x=-15 | | 0.25y-1.2=0.15+2-0.7y | | U+7u=56 |