1)tgx=0⇒x=πn
2)sin2x=-1/2⇒2x=(-1)^n+1 *π/6+πn⇒x=(-1)^n+1 *π/12+πn/2
3)tgx/4=1⇒x/4=π/4+πn⇒x=π+4πn
4)9cosx=sinx
9cos²x/2-9sin²x/2-2sin²/2cosx/2=0 /cos²x/2≠0
9tg²x/2+2tgx/2-9=0
tgx/2=a
9a²+2a-9=0
D=4+324=328 √D=2√82
a1=(-2-2√82)/18=-(1+√82)/9⇒tgx/2=-(1+√82)/9⇒x=-2arctg(1+√82)/9+πn
a2=(-2+2√82)/18=(-1+√82)/9⇒tgx/2=(-1+√82)/9⇒x=2arctg(-1+√82)/9+πn
((27.04 - 23.04) * (278.89 - 44.89))/ ((144 - 129.96) * (40.96 - 12.96)) =
= (4 * 234) / (14.04 * 28)=
= 936 / 393.12 =
= 2.381
9x+2x-16-5x-1=6x-17 очень легко
1) 1/2 - ( 1/2 )^2 • 2/23 = 1/2 • ( 1 - ( 1/2)•2/23 ) = 1/2 • ( 1 - ( 1/23 )) = 1/2 • 22/23 = 11/23
2) 25 • 0,03 • 4 = ( 25 • 4 ) • 0,03 = 100 • 0,03 = 3
3) 11/23 - 3 = 11/23 - 2 23/23 = - 2 12/23