Log4(a^2) = 8
2log4(a) = 8
log4(a)=4
a=4^4
теперь наш логарифм:
log2(a) = log2(4^4) = log2(2^8)= 8log2(2) = 8
1.cos(p/2-t)=sin t
2.ctg(3p/2+t)=-tg t
3.cos(2p-t)=cos t
4.tg(2t+p)=tg 2t
5.sin(t-p/2)=-cos t
6.tg(270-t)=ctg t
7.sin(720+t)=sin t
8.cos(t+3,5p)=cos(t+35/10p)=cos(t+7p/2)=cos(t+p/2)=-sin t
9.tg(15p-2t)=-tg2t
10.ctg(25pi/2+t)=ctg(pi/2+t)=-tg t