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(4*x^2+2*x+1)^(1/2)
152/32 = 0
(4*x^2+2*x+1)^(1/2)
1985;1948
((x-1)/(2*x+1))^(1/3)
| 2-3(3x+1)=2(7-6x) | | 2N+19=2(2(5)+19)+1 | | 2N+19=2(2(3)+19)+1 | | 2N+19=2(2(2)+19)+1 | | X^3-3x=20 | | 2N+19=2(2(2)-19)+1 | | 152/32 | | n*2-n-90= | | x^2+12x-(6+x)=54 | | x^2+12-(6+x)=54 | | ln(1-t)=t-0 | | (N*n)-(n-90)=0 | | 3=19-2n | | n^2+4x-12=0 | | 4(3B+8)= | | N=2(9)+1 | | N=2(2)+1 | | 2n+19=2(2-19)+1 | | 2n+19=2(2+19)+1 | | 6(-3x^2)-16(1-3x)=0 | | N=2(9) | | 6(1-3x^2)-16(1-3x)=0 | | N=2(4) | | x^2+y^2-6y=27 | | 0.25=x/2325 | | n*n-n=90 | | 2n+19=2(k-19)+1 | | 8d*7d=56d^2 | | 2n+19=2(k+19)+1 | | (n*n)-n=90 | | n=2k+1 | | x^2dy=(y^2-3xy)dx |