d
—- [ Lnu ] =
dx
u
d
—- [ |u| ] =
dx
u
—- (u’) u cannot = 0
|u|
d
—- [ log_a_u ] =
dx
Lna(u)
d
—- [ cosu ] =
dx
d
—- [ secu ] =
dx
secutanu (u’)
d
—- [ arccosu ] =
dx
Sq. root (1 - u^2)
d
—- [ arcsecu ] =
dx
|u| sq. root (u^2 - 1)
d
—- [ e^u ] =
dx
e^u (u’)
d
—- [ cotu ] =
dx
-csc^2u (u’)
d
—- [ arccotu ] =
dx
1 + u^2
d
—- [ a^u ] =
dx
Lna(a^u)u’
d
—- [ tanu ] =
dx
Sec^2u (u’)
d
—- [ cscu ] =
dx
-cscucotu (u’)
d
—- [ arctanu ] =
dx
1 + u^2
d
—- [ arccscu ] =
dx
|u| sq. root (u^2 - 1)
d
—- [ sinu ] =
dx
cosu(u’)
d
—- [ arcsinu ] =
dx
u’
sq. root (1-u^2)