Cos57° = cos (45° + 12°)
f (x0 + Δx) = f(x0) + f'(x0)*Δx =
= cos(pi/4) - sin (pi/4)*pi/15 =
= 1/√2 - pi/15√2 ≈ 0,559
√ ( 18X^2 - 9 ) = X^2 - 4
( √ 18X^2 - 9 ) = ( X^2 - 4)^2
18X^2 - 9 = X^4 - 8X^2 + 16
X^4 - 8X^2 - 18X^2 + 16 + 9 = 0
X^4 - 26X^2 + 25 = 0
X^2 = A ; A > 0
A^2 - 26A + 25 = 0
D = 676 - 100 = 576 ; √ D = 24
A1 = ( 26 + 24 ) : 2 = 25 ; > 0
A2 = ( 26 - 24 ) : 2 = 1 ; > 0
X^2 = 25
X = 5 ; X = - 5
X^2 = 1
X = 1 ; X = - 1
Ответ 5 ; - 5 ; 1 ; - 1
<span>-10y(2y+3z)(3z-2y)=(-20у</span>²-30уz)(3z-2y)=-60y²z+40y³-90yz²+60y²z=40y³-90yz².