°4 f(x) = x +3 tgx
t] f(x) = tg{3x - 2) + arctg(j[x~> +11)
•)/(*) =
■\j3x~ cos~ (x +1) +4
2 2 x - llncos x
■i) f(x) = O4 -\2x)arctg(5x + 7)
7
.... 3* i/rac + 4
e/ f(x) =-r-
4xJ +8/m:
j] f(x) = (Inx)arct&c f(x) = x2x
x0 =3
2 ,
Xq — £ + 1
/(x) = -2x-3
f(x) = 3ln(x-\)
( ln(x+ 1) < jc
x+ 1 sin(arccosx)
cosx ) 1
X
I
dla x)0 dla xe [-l,l] dla x * 0
f(x) = x+— x ) 0 f(x) = x2lnx
x
f(x) = (x~-2x)2^3 f (x) - (lnx)2 -2lnx
P = [~ 3,2]
:• M-1,2]
f(x) = Vl6-x2 f(x) = x3 -9x2 +4