-1=0,4х-4
0.4x=-1+4
0.4x=3
x=3:0.4
х=7.5
<span>
0,5=0,4х-4
</span>0,4х=0.5+4
0,4х=4.5
х=4.5:0.4
х=11.25
=0,5*(cos(3x/2+x/2)+cos(3x/2-x/2))=0,5*(cos2x+cosx)=
=0,5*(2cos^2x-1+cosx)=0,5*(2*4/9-1+2/3)=
=0,5*(2/3-1/9)=1/2*5/9=5/18
Sinx (sinx+1) = 0;
sinx=0⇒x=πn,n∈z
sinx=-1⇒x=-π/2+2πk,k∈z
sin^2 x - sinx = 0;
sinx(sinx-1)=0
sinx=0⇒x=πn,n∈z
<span>sinx=1⇒x=π/2+2πk,k∈z
</span>
tg^2 x - tgx = 0;
tgx(tgx-1)=0
tgx=0⇒x=πn,n∈z
tgx=1⇒x=π/4+πk,k∈z
ctg^2 x - ctgx =0.
ctgx(ctgx-1)=0
ctgx=0⇒x=πn,n∈z
<span>ctgx=1⇒x=π/4+πk,k∈z</span>