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x in (-oo:+oo)
t = s-(1/6) // - s-(1/6)
t-s+1/6 = 0
t-s+1/6 = 0
x należy do R
x in (-oo:+oo)
| 3*-3.3-y=1 | | 4a+7b=-52 | | x-[-8]=32 | | 17a=408 | | 4-r=log(9s+7) | | 7(y-3)=5y-29 | | -2x+6+7x=-4 | | -(x-8y)+(6x+4y)= | | 2(1+y)+4y=-18 | | 4(2c-1)-4=5c+4 | | 32x-5=6x-15 | | (3n-5)(4n+5)=0 | | L=65(6700) | | 10t-3t=24-3 | | 7a-6+2a-2= | | 4x-(7x^2+9x)= | | (3w+2)6= | | 89+57+5x-6=180 | | F=72165/15 | | 8-1/4x=15 | | 72165/15 | | 4(x-4y)= | | (3x+y)=47 | | 7x*980=294 | | -500x^2+2x-1500=0 | | x^2+5x-4.5=0 | | (-3)-7y=14 | | -5+13=14x-2-13x | | -6(-2x+6)-3=6+1(-6y+9) | | (-4)-7y=14 | | F=62160/15 | | 2(x+4x)=20 |