5 |
x2 |
∴y′=4x3+10x-3;
(2)∵y=xtanx=
xsinx |
cosx |
∴y′=
(xsinx)′cosx−(cosx)′xsinx |
cos2x |
sinxcosx+x |
cos2x |
(3)∵y=(x+1)(x+2)(x+3),
∴y=(x2+3x+2)(x+3),
∴y′=3x2+12x+11.
(4)∵y=lgx-2x,
∴y′=
1 |
xln10 |
5 |
x2 |
5 |
x2 |
xsinx |
cosx |
(xsinx)′cosx−(cosx)′xsinx |
cos2x |
sinxcosx+x |
cos2x |
1 |
xln10 |