1) f'(x) = 3
2) f'(x) = 8x - 6
3) f'(x) = 6(4x + 3x)^5 * (4x + 3x)' = 6(4x + 3x)^5 * 7 = 42(4x + 3x)^5
4) f'(x) = 2x + ((5')(x - 2) - (x - 2)'5)/(x - 2)^2 = 2x - 5/(x - 2)^2
5) f'(x) = 6x^2 + 1/x^2
6) f'(x) = (e^x)'(sinx) + (sinx)'(e^x) = e^x(sinx + cosx)
Корень(Х)=9+10=19
Х=19*19=361
<span>(y²)⁴*y/y⁶=у⁸*у/у⁶=у⁹/у⁶=у³</span>
<span>y=(4x-5)/(2x+4)
y (2x+4) = 4x-5
2xy +4y = 4x -5
2xy - 4x = -4y - 5
x(2y-4) =- (4y+5)
x = - (4y+5) / (2y-4) = (4y+5) / (4-2y)
замена переменнвх
обратная функция
y = </span>(4x+5) / (4-2x)