# Let L be the linear transformation defined in Exercise 2, Section 6.3. (a) Find the transition matrix P from S' to S. (b) Find the transition matrix from S to S' and verify that it is P-l. (c) Find the transition matrix Q from T' to T. (d) Find the representation of L with respect to S' and T'. (e)

Let L be the linear transformation defined in Exercise 2, Section 6.3.

(a) Find the transition matrix P from S' to S.

(b) Find the transition matrix from S to S' and verify that it is P-l.

(c) Find the transition matrix Q from T' to T.

(d) Find the representation of L with respect to S' and T'.

(e) What is the dimension of range L?

(a) Find the transition matrix P from S' to S.

(b) Find the transition matrix from S to S' and verify that it is P-l.

(c) Find the transition matrix Q from T' to T.

(d) Find the representation of L with respect to S' and T'.

(e) What is the dimension of range L?

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**Related Book For**

## Elementary Linear Algebra with Applications

9th edition

**Authors:** Bernard Kolman, David Hill

**ISBN:** 978-0132296540