-a³b²p+a²b³p+a^4b^4p
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(x-6)²+2x(x-6)=0
x²-12x+36+2x²-12x=0
3x²-24x+36=0 |:3
x²-8x+12=0
D=64-4*1*12=64-48=16
8+4
x1=_____=12/2=6
2
8-4
x2=____=4/2=2
2
ответ:2;6
(six+2cosx)/(2sinx+cosx)=5/4
4sinx+8cosx=10sinx+5cosx
8cosx-5cosx=10sinx-4sinx
3cosx=6sinx
cosc=2sinx
(2sin²x+sinxcosx+3sin²x+3cos²x)/(cos²x+2sinxcosx+sin²x+cos²x)=
=(5sin²x+sinxcosx+3cos²x)/(2cos²x+2sinxcosx+sin²x)=
=(5sin²x+2sin²x+12sin²x)/(8sin²x+4sin²x+sin²x)=19sin²x/13sin²x)=19/13
<span>a).16x^2+10x-21=5
</span>16x^2+10x=5+21
16x^2+10x=26
х(16x+10)=26
Д=100-4*16(26)=1764
√Д=√1764=42
х1=(-10-42)÷2*16=-1,625
х2=(-10+42)÷2*16=-1
б).по такому же принципу<span>
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