Mallory and Emi Calc BC - Pham

∫tan udu =

• −ln | cos u | + C

• ln | sin u | + C

• ln | sec u tan u | + C

• −ln | csc u cot u | + C

∫cot udu =

• −ln | cos u | + C

• ln | sin u | + C

• ln | sec u tan u | + C

• −ln | csc u cot u | + C

∫sec udu =

• −ln | cos u | + C

• ln | sin u | + C

• ln | sec u tan u | + C

• −ln | csc u cot u | + C

∫csc udu =

• −ln | cos u | + C

• ln | sin u | + C

• ln | sec u tan u | + C

• −ln | csc u cot u | + C

∫cos udu =

• -sin u + c

• cos u + c

• sin u + c

• -cos u +c

∫ sin udu =

• -sin u + c

• - cos u + c

• sin u + c

• cos u + c

Alternate definition of the derivative

Tags

CCSS.HSA.REI.A.1

Traditional definition of the derivative

• it doesn't exist

• you already asked this question

Tags

CCSS.HSA.REI.A.1

If f is increasing, f' is...

• No way to know

• +

• -

Tags

CCSS.8.F.B.4

CCSS.HSF.LE.A.2

If f is increasing, f"

• +

• no way to know