<span> (sin (3x/2)+ cos(3x\2))^2=1\2</span>
<span>sin^2(3x/2)+2sin3x/2cos3x/2+cos^2(3x/2)=1/2</span>
<span>1+sin3x=1/2</span>
<span>sin3x=-1/2</span>
<span>3x=(-1)^(n+1)*pi/6+pi n</span>
<span>x=(-1)^(n+1)*pi/18+1/3pi n</span>
![\frac{x+3.4}{10x-9} = \frac{x+3.4}{9x-10}](https://tex.z-dn.net/?f=+%5Cfrac%7Bx%2B3.4%7D%7B10x-9%7D+%3D+%5Cfrac%7Bx%2B3.4%7D%7B9x-10%7D+)
(x+3.4)(9x-10)=(x+3.4)(10x-9)
9x²-10x+30.6x-34=10x²-9x+34x-30.6
10x²-9x+34x-30.6-9x²+10x-30.6x+34=0
x²+4.4x+3.4=0
D=4.4²-4*3.4=19.36-13.6=5.76=2.4²
x(1)=(-4.4+2.4)/2=-2/2=-1
x(2)=(-4.4-2.4)/2=-6.8/2=-3.4
меньший корень -3.4
1) 2с^3+6с^2-2с
2)12а^2-11а+15
3)х^3+2х^2-3х+4х^2+8х-12=х^3+6х^2+5х-12
4)3х+2
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49x²-182x+169-14x+26+1=0
49x²-196x+196=0 :49
x²-4x+4=0
D=16-4*4*1=16-16=0
x1,2=4/2*1=4/2=2