Cos п/5*cos п/8=1/2сos(π/5-π/8)+1/2cos(π/5+π/8)=
=1/2cos3π/40+1/2cos13π/4<span>
Sin п/10*cos п/8=</span>1/2sin(π/5-π/8)+1/2sin(π/5+π/8)=
=1/2sin3π/40+1/2sin13π/4
Решение во вложении...................
<em>9/((у+2)*3)=(у-2)(у-1)/((у-2)(у+2))</em>
<em>3/(у+2) +(у-1)/(у+2)=(3+у-1)/(у+2)=(у+2)/(у+2)=1 -не зависит от у.</em>
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