Âàð³àíòè çàâäàíü

 

¹ ï/ï f(x) à b
(3x2 – 4)3
0,5 2,5
3(x2 + 3)3 ×x2 –1
(3x2 + 5)3×x
sin3 (x )cos(x) –2
cos3 (4x)sin(x) –0,5 1,5
arctg3 (x) / (1 + x2) 1,5 3,5
tg2(x) / cos2(x)
–1
2x / (x2 + 5) –0,5 1,5
ex / (ex + 2) –1
5x –2
e5x –1
ecos(x) sin(x) –1
esin(x)cos(x)
–0,5 1,5
e1/ x / x2 0,5 2,5
¹ ï/ï f(x) à b
–1
ln (x) / x
xsin(x2)
sin (2x + 5)
1 / (x2 + 4) –1
0,5 2,5
xsin(x)
ln (x)
arctg (x) –1
arcsin (x) –1
x×cos(x)
x3 ln(x)
ln (x) / x2
x / cos2 (x) –1
ln(sin(x)) / cos2 (x) –1
sin(x)ln(cos(x)) –1
ln(arctg(x)) / (1 + x2) 0,5 2,5
cos(x)ln(sin(x))
ln(cos(x)) / sin2 (x) –1
ln(tg(x)) / cos2 (x) –1
x e-x –2
x tg2 (x) –1
lg(x) / x2
xln(x)
1 / (x2 – 7 x + 14)
x2 e-x
x arctg(x)
ln2 (x)