(x^2+4-4x)(x^2-4x)+3=0
x^2-4x=t
(t+4)*t+3=0
t^2+4t+3=0
t1=-3 t2=-1
x^2-4x=-1
x^2-4x+1=0
x=2+-√3 x1=2-√3 x2=2+√3
x^2-4x+3=0
x3=1 x4=3
отметь "лучшим"
A_n = a_1*(q^(n-1)),
a_1 = 250;
q = -2/5;
a_6 = a_1*(q^5),
a_6 = 250*(-2/5)^5 = 250*(-8*4)/(125*25) = 10*(-32)/125 = 2*(-32)/25 =
= (-64)/25 = (-64*4)/(25*4) = -(240+16)/100 = -256/100 = -2,56