1) sin^2(п/2+t)+sin^2(п-t)=(sinπ/2*cost+cosπ/2*sint)^2+
( sinπ*cost-cosπ*sint)^2=cos^2t+sin^2t=1
<span>2) cos(п/2-t)*ctg(-t)/sin(п/2+t)=(cos</span>π/2*cost+sinπ/2*sint)*(-ctgt) / (sinπ/2*cost+cosπ/2*sint)= -sint*ctgt/cost=-tgt *ctgt= -1
<span>10х-20+8х+16=х</span>² ==> 18x -4 = х² ==> х² - 18x + 4 = 0