Extended Mean-Value Theorem
Let the functions 
and 
be Differentiable on the Open Interval 
and Continuous on the Closed Interval 
. If 
for any 
, then there is atleast one point 
such that
See also Mean-Value Theorem
- Normal Curve
- Normal Developable
- Normal Distribution
- Normal Distribution Function
- Normal Equation
- Normal Form
- Normal Function
- Normal Group
- Normalized Vector
- Normalizer
- Normal Magic Square
- Normal Matrix
- Normal Number
- Normal Order
- Normal Plane
- Normal Section
- Normal Subgroup
- Normal to a Plane
- Normal Vector
- Normed Space
- Norm Theorem
- Nosarzewska's Inequality
- Not
- Notation
- Novemdecillion