В силу монотонности функции
-4+x=1
x=5
ответ:5
1) <span>28x^2-36х+11=0
D=b</span>²-4ac=1296-4×28×11=64
x₁=<u>-b+√D </u> = <u>11</u>
2a 4
x₂= <u>-b-√D</u> = 0,5
2a
2) -49х^2+21х-2=0;
D = b2 - 4ac = 212<span> - 4·(-49)·(-2) = 441 - 392 = 49
</span>x₁=<u>2</u>
7
x₂=<u>1
</u> 7
<span>3) -7х^2-4x+11=0
</span>D = b2 - 4ac = (-4)2<span> - 4·(-7)·11 = 16 + 308 = 324
</span>x₁= <u>-11</u>
7
x₂= 1
4) -23х^2-22х+1=0
D = b2 - 4ac = (-22)2<span> - 4·(-23)·1 = 484 + 92 = 576
</span>x₁= <u>1</u>
23
x₂=-1
<span>5) 3х^2-14х+16=0.
</span>D = b2 - 4ac = (-14)2 - 4·3·16 = 196 - 192 = 4
x₁=<span> 2
</span>x₂= <u>8
</u> 3
Sin3a*cos2a-cos3a*sin2a+sina
по формуле
sin(3a-2a)+sina=
sina+sina=2sina
Ответ: 2sina
Рубашка-1000
(1000*3)+(1000*3*0,1)=3000+300=3300(р)-куртка
3300-100%
1000*4-x
3300x=4000*100
3300x=400000:3300
x~121(%)-4 рубашки
121-100=21%
1) sin2x=1
2x=π/2 + 2πk
x=π/4 + πk, k∈Z
2) cos2x=1/2
2x=(+/-) π/3 + 2πk
x=(+/-) π/6 + πk, k∈Z.
3) 2sinx=√3
sinx=√3/2
x=(-1)^k * (π/3) + πk, k∈z.
4) - cosx-1=0
cosx= -1
x=π + 2πk, k∈Z.