AP Calc BC derivatives

Equations

d[cu]/dx =

d[cu]/dx =

cu'####d[u+or-v]/dx =

d[cu]/dx =

cu'

d[u+or-v]/dx =

u' +or- v'

d[uv]/dx =

uv' + vu'

d[u/v]/dx =

d[c]/dx =

0

d[u^n]/dx =

d[x]/dx =

1

d[|u|]/dx =

(u/|u|)*(u')

d[lnu]/dx =

d[e^u]/dx =

e^u*u'

d[|ogaU]/dx =

U'/(lna)U

d[a^u]/dx =

(lna)a^u*u'

d[sinu]/dx =

(cosu)u'

d[cosu]/dx =

-(sinu)u'

d[tanu]/dx =

(sec^2u)(u')

d[cotu]/dx =

-(csc^2u)(u')

d[secu]/dx =

(secutanu)u'

d[cscu]/dx =

-(cscucotu)u'

d[arcsinu]/dx =

d[arccosu]/dx =

d[arctanu]/dx =

d[arccotu]/dx =

d[arcsecu]/dx =

d[arccscu]/dx =