Using definition of limit, prove that
a)
b)
2. Evaluate the following limits (if exists)
a)
c)
( )
b) √
√
3. Is there a real number such that
exists? If so, find the value(s) of and
the value of the limit.
4. Find a formula for the
derivative of the following functions.
a) ( ) √ b) ( ) (
)
5. Let ( ) ( ( ( ))) ( ) ( )
( )
( )
( ) Then find
( ).
6. Find the value of so that the line is tangent to the curve
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