Module 15 :  Vector fields, Gradient, Divergence and Curl
Lecture 44 :  Gradient Divergence and Curl [Section 44.1]

Q.  Mark the following statements as true/false. Check to evaluate and then click at explanation to see      the answer.
Sr.No Quiz
      Options
 Correct Answers Reasoning
1.

If a power series has radius
of convergence , the it is convergent for .

True
False
 
2.

If a power series has radius of convergence , then it is convergent for

True
False

 
3.

If a power series has radius of convergence , then also has radius of convergence ,

True
False

 
4.

If a power series has interval of convergence , then the power serieshas interval of convergence

True
False

 
5.

If the power series is convergent for all , then

True
False

 
6.

If the power series has radius of convergence , then

True
False