<em>x³-6x²-x+6=0</em>
<em>x²(x-6)-(x-6)=0</em>
<em>(x-6)(x²-1)=0</em>
<em>(x-6)(x-1)(x+1)=0</em>
<em>x₁=6; x₂=1; x₃=-1</em>
sin(x/2- π/6)+1=0
1 = sin(π/2)
sin(x/2 - π/6) + sin(π/2) = 0
sin(x/2 - π/6) = -sin(π/2)
sin(x/2 - π/6) = sin(-π/2)
x/2 - π/6 = (3x - π)/6
(3x - π)/6 = -π/2
3x - π + 3π = 0
3x +2π = 0
3x = -2π
x = -2π/3
Ответ: -2π/3
Упростить многочлен:<span>5<span>b2</span>−4b<span>(<span>34</span>+1)</span></span>Решение:<span>5<span>b2</span>−4b<span>(<span>34</span>+1)</span>=</span>Приведение подобных:<span>5<span>b2</span>−4b<span>(1<span>34</span>)</span>=</span>Раскрытие скобок:<span>5<span>b2</span>−7b</span>Ответ: <span><span>5<span>b2</span>−7b</span></span>
A²*sin2π +2ab*cos3π/2 +c³*tg2π = a²*0+2ab*0+c³*0=0+0+0=0
a³*ctg270°+b³*tg0° = a³*0+b³*0= 0+0 =0