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x in (-oo:+oo)
N/15 = 5-(n/10) // - 5-(n/10)
N/15+n/10-5 = 0
1/15*N+1/10*n-5 = 0
x należy do R
x in (-oo:+oo)
| 0=8(25-2t^2) | | -14+y=-7 | | 1/2-n=7/4 | | 0.4x-0.6=0.8 | | R-4=63.43 | | 4-4(6)=-20 | | (3x-15)(2x+3)=0 | | y+(-14)=9 | | (3x-12)/(28-7x) | | 7x+4-x=3x-5 | | 13-x+16=25-3 | | -17-13x=41-15x | | -y+3=14 | | -199+6x=46-5x | | 3/5z=3/8 | | w/21=23/7 | | d^2+13d+12=0 | | y-(-8)=10 | | -x^2+75x-2=0 | | 5x-10x=9x+4 | | 7x^2-2+3x=0 | | 7y(18y-54)=71 | | t(t-5)-36=0 | | y=2x*2x-3 | | y=2x*2-3 | | (-5.5X10^3N/C^2xM^2)x?=?N/Mc^2xM^2 | | -2/3j/4 | | 1/2*x=0 | | 60z^5/15z^10 | | 8-3/4c=5 | | 2+3(3n+3)=38 | | 1-2*x=0 |