Период данной функции такой же как у функции
![t(x)=sin(2x)](https://tex.z-dn.net/?f=t%28x%29%3Dsin%282x%29)
т.е. период равен
![T=\frac{2\pi}{2}=\pi](https://tex.z-dn.net/?f=T%3D%5Cfrac%7B2%5Cpi%7D%7B2%7D%3D%5Cpi)
(x²-7x+12)/(x²-6x+9)=(x-3)(x-4)/(x-3)²=(x-4)/(x-3)
D=49-48=1
x12=(7+-1)/2=3 4
D=36-36=0
x1=x2=3
(a²-a-20)/(a²-4a-5)=(a-5)(a+4)/(a-5)(a+1)=(a+4)/(a+1)
D=1+80=81
a12=(1+_9)/2=5 -4
D=16+20=36
x12=(4+-6)/2=5 -1
(x³-3x²+5x-6)/(x²+5x-14)=(x-2)(x²-x-3)/(x-2)(x+7)=(x²-x-3)/(x+7)
D=25+56=81
x12=(-5+-9)/2=2 -7
в кубическом корень 2 (x-2)(x²-x-3)
D=1+12=13
x12=(1+-√13)/2
А(14)-?
а(11)=45
d=5
a(11)=a(1)+10d
45=a(1)+50
a(1)=-5
a(14)=a(1)+13d
a(14)=-5+65
<u>a(14)=60</u>
а) 1/9(18*1/9-20)= 1/9(2-20)= 1/9*(-18)= -2
б) (19/8+11/12)*48/5= 19/8*48/5+11/12*48/5= 19*8/5+ 11*4/5= 152/5+44/5= 196/5= 39,2
в) 21/(6/10*28/10)= 21/(3/5*14/5)= 21/(42/25)= 21:(42/25)= 21*25/42= 25/2= 12,5
г) 5√(11*2*22)= 5√22²= 5*22= 110
д) √90*30*3= √90*90= √90²= 90
е) (√23+1)²= 23+2√23+1= 24+2√23
ж) (-7)²(0,8*(-7)²-0,3)+45= 49(39,2-0,3)+45= 49*38,9+45= 1951,1