<span>Док-во:
</span><span>a) f(x+T)=sin((x+8П)/4)=sin(x/4+2П)=sin(x/4)=f(x)</span>
<span>б) f(x+T)=3cos(2(x+П))=3cos(2x+2 П)=3cos2x=f(x)</span>
<span>c) f(x+T)=tg(3(x+ П\3))=tg(3x+П)=tg3x=f(x)</span><span>d) f([+T)=ctg((x+4П)\4)=ctg(x\4+П<span>)=ctgx\4=f(x)</span></span>
А)a ^-8+12= a^4
B) a^-4-(-12)= a^8
C) a^ 17-23-(-15)=a^9
D) (a^5b-3c^4)^-10= a^-50b^-10- 3^-10c^-40.
Nado primenit formulu slojeniya uqlov i vse
1) 2Sinπ/8 Cosπ/8= Sin π/4= <span>√2/2</span>
<span>
2) = Cos</span>²π/12 - Sin²π /12 = Сosπ/6 = √3/2
а(ctg6-ctg4+tg2)=-5.284223584416309a
1) ctg(6)=10.57889499340564
2) ctg(4)=15.8945448438653
3) 10.57889499340564-15.8945548438653=-05.31564985045966
4) tan(2)=0.031426266043351
5)0.031426266043351-5.315649850459660=-5.284223584416309