1
1/2х=4
х=4:1/2
х=4*2/1*1
х=8
2
-3/4у=6
у=6:(-3/4)
у=-6*4/1*3
у=-8
3
-1/3к=-1/6
к=-1/6:(-1/3)
к=1*3/6*1
к=0,5
4
1/2х=-12/3
х=-5*2/3*1
х=-3 1/3
5
-8/9а=-1 7/9
а=-1 7/9:(-8/9)
а=16*9/9*8
а=2
{a1+a1q+a1q²)=112⇒a1(1+q+q²)=112
(a1q³+a1q^4+a1a^5)=14⇒a1q^3(1+q+q²)=14
q³*112=14
q³=14/112=1/8
q=1/2
a1=112:(1+1/2+1/4)=112:7/4=112*4/7=64
64;32;16;8;4;2;...
Ctgx(cosx-1)-(cosx-1)=0
(Ctgx-1)(cosx-1)=0
(Cosx-sinx)(cosx-1)/sinx=0
Cosx=1
X=2Пn
Cosx=sinx
x=П/4+Пk