A function    has the derivative  .

Given that  , the value of is

Let  .

Find    given that  .  (2 marks)

Find    given that    and  .  (2 marks)

Let    such that  .

The rule of    is

A.   

B.   

C.   

D.   

E.   

A function with domain has the following properties.

   ●   

   ●    the graph of    passes through the point  

 is equal to

A.  

B.  

C.  

D.  

E.  

Let    and  , where and are positive integers. The domain of  

If   is an antiderivative of  , then which one of the following must be true?

A.   is an integer

B.   is an integer

C.   is an integer

D.   is an integer

E.