- #1
Maths2468
- 16
- 0
I have a linear transformation P:z→z
I want to show the Kernel (p) is a subset of the kernel (P ° P)
I know that the composite function is defined by (P ° P)(x)=P(P(x))
Where do I begin with this?
To find ker(P) I would do P(x)=0 but I am not sure how I would do this here.
What steps should I follow?
I want to show the Kernel (p) is a subset of the kernel (P ° P)
I know that the composite function is defined by (P ° P)(x)=P(P(x))
Where do I begin with this?
To find ker(P) I would do P(x)=0 but I am not sure how I would do this here.
What steps should I follow?