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x in (-oo:+oo)
b/p-(t/p) = 1 // - 1
b/p-(t/p)-1 = 0
b*p^-1-(p^-1*t)-1 = 0
x należy do R
x in (-oo:+oo)
| 4x-3=9x-18 | | f(n)=3n+22 | | 1/x*6=1/12*8 | | [-(y^4-y^2+1)-(y^4+6y^2+1)]+(7y^4-9y^2-4)= | | 16=1+5(x-11) | | (9x-5)(2x+8)= | | 2.5x=2100 | | 2a^4-32=0 | | 2+8(6x+8)=2-6(8x+8) | | -7x-8(-x+7)=-16+7x | | 1/12*24= | | 9x-2=9(x+4) | | 4(x-4)-1=3(x-9) | | (8+9x)-(9-4x)= | | 4(2x-2)-2=4(x-4)+42 | | (s)(-2)=-12 | | 884*480= | | (r)-2=0 | | 480*884= | | 6.9x-2=5.9x | | -3x+4+16x-8-10x= | | 5x+3-(x-3)=5x-7 | | (8x+9)(7x+3)= | | 5-6z=-3(z-6)+5 | | 2x=7c+2 | | 40-x=4(-3-6x)+6 | | 2x+9x-4-16x= | | (8n-3)(n-7)=0 | | 2z+1=3z+5 | | 4+8(8x+5)=6-8(8x+5) | | (18c^11)/(6c^4)^2 | | -6/35÷24/7 |