Ответ:
Пошаговое объяснение:
1)5 + 3i - 17 + 2i = -12 + 5i
2)3 - 17*7*4 = -473
3)5*0 = 0
4)x/(x^(1/(2N))^N) = x/(x^1/2) = x^1/2
5)17 - 8*(sin^2 32 + cos^2 32) = 17-8*1 = 9
6)17*pi/3
7)17 - x > 0 x < 17
8) 3x + 17 = -14
x = - 31/3
9) d = a√3, a = 2*17/√3 = (34√3)/3
10) h = 17, r = 17/2
S = 2piR^2 + 2pi*rh = 289pi/2 + 289pi = 867pi/2 см2
13) v(t) = x'(t) = 51t^2 + 4t = 212 м/с
a(t) = v'(t) = 102t + 4 = 208 м/с^2
12) y' = 170x^16 + 85x^(-18) - 17/√x
14) x^5 + 17cosx - 13/x + 17x
11) Точки пересечения графиков
153 - x^2 = 0
x = ±√153
√153 √153
S = ∫(153 - x^2)dx = 153x - 1/3 * x^3 | =
-√153 -√153
= 153√153 - 1/3 * 153√153 - (-153√153 + 1/3 * 153√153) = 306√153 - 306√153/3 = 204√153 кв ед
1
15) 17/3 * x^3 | = 17/3 + 136/3 = 51
-2
16) 2a = (2; 0; 26), 2а + b = (-15; 2; 26)
(2а + b)*а = -15*1 + 2*0 + 26*13 = 323
19) 120/(3*4) = 10 м3