Question

find ker(T)

Answer 1

ker(T) means ?

Answer 2

kernel(T)

Answer 3

Sorry Sir I can't help you in it

Answer 4

you must give \(T\)...

Answer 5

\(\ker(T)\) is the set of vectors that \(T\) maps to \(0\)

Answer 6

Ca n u show me an good example

Answer 7

you must give us \(T\) but okay consider the null map \(T:\mathbf{R}^2\to\mathbf{R}\) given by \(x\mapsto0\) -- in this case all of \(\mathbf{R}^2\) is our kernel (null space)

Answer 8

What If it says y= x

Answer 9

Instead of x-0

Answer 10

\(y=x\) makes no sense... how is this a linear transformation?