3*9^x-10*3^x+3>=0
3^x=t
t>0
3t^2-10t+3>=0
t12=(10+-корень(100-36))/6=(10+-8)/6=3 1/3
3(t-3)(t-1/3)>=0
==============1/3=============3=============
++++++++++++++ ---------------------- ++++++++++
t<=1/3
3^x<=1/3
x<=-1
t>=3
3^x>=3
x>=1
x<=-1 x>=1
-------------------------
log^2 1/2 x + 2 log 1/2 x -3 >0
log1/2 x=t
x>0
t^2+2t-3>0
(t+3)(t-1)>0
===========-3============1===========
+++++++++++ ------------------- +++++++++++
t<-3 t>1
log1/2 x > 1
log1/2 x>log1/2 1/2
(1/2-1)(x-1/2)>0
x<1/2
log1/2 x<-3
log 1/2 x < log 1/2 8
(1/2-1)(x-8)<0
x-8>0
x>8
x=(0 1/2) U (8 + бесконечность)
b4=b1*q^(n-1)
b4=-247*2^3
b4=-247*8=-1976
А1= -6
а (n+1)=a (n)+5
a(2)=-6+5=(-1)
d=a2-a1=(-1)-(-6)=5
a (6)=a1+(n-1)d=(-6)+5×5=19
Ответ:а (6)=19
x ∈ ∅
Второе уравнение не дописано .