- #1

- 613

- 3

I think the problem statement is saying the linear transformation transforms the vector space V to R^2. and it's defined by T(f)=....

For 3) find a basis for N(T)

The book defines N(T) as = {v ε V l T(v)=0}

So I must find T such that T(v)=0.

I have no clue how to do this problem. can someone give me a hint?

I've looked at other types of problems where we find a basis for N(T) and those seem easy, but this one just got me confused.

What is f?