Найдите значение производной функции f(x) в точке х0: 1)f(x)=x·(x–3),x0=4; 2)f(x)=(x2–5)·(x–3),x0=1,1
1)f`(x)=x`·(x–3)+x·(x–3)`=1·(x–3)+x·1=x–3+x=2x–3 f`(xo)=f`(4)=2·4–3=8–3=5 2)f`(x)=(x2–5)`·(x–3)+(x2–5)·(x–3)`=2x·(x–3)+(x2–5)·1= =2x2–6x+x2–5=3x2–6x–5 f`(xo)=f`(1,1)=3·(1,1)2–6·1,1–5 считайте