Tg2x = -3/√3
tg2x = - √3
2x = -arctg √3 + πn
2x = - π/3 + πn
x = - π/6 + πn/2
π/3 ≤ - π/6 + πn/2 ≤ 3π/2
2π ≤ - π + 3πn ≤ 9π
3π≤ <span>3πn ≤ 10π
1 </span>≤ n ≤ 10/3
n = 1 n = 2 n = 3
x = π/3 x = 5π/6 x = 4π/3
Количество корней: 3
P 1 = 7+7+13+13=40 см
P2 = (7+3)+(7+3)+(13+7)+(13+7)=60
40 см - 100%
60 см - х%
60*100:40 = 150
Ответ 50%
Y'(x) = 3*(5x²+7x-9)² * (10x + 7) = 3( 25x^4 +70x^3 - 41x^2 - 126x + 81)(10x+7) = 3(250x^5 + 700x^4 - 410x^3 - 1260x^2 + 810x + 175x^4 + 490x^3 - 287x^2 - 882x + 567) = 3( 250x^5 + 875x^4 + 80x^3 - 1547x^2 - 72x + 567) = 750x^5 + 2625x^4 + 240x^3 - 4641x^2 - 216x + 1701
<span>2) </span>0,8*(-7)=-5,6
1,2*5=6
0,96*(-35)=
- 33,6<span> (ответ)
4) </span>3,2*5=16<span>
9:6=1,5 </span>
3,2*5=16<span /><span>
1,5*6=9</span><span>
</span><span> 4,8*30=144 (ответ)</span>